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List of fallacies
List of fallacies
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A fallacy is the use of invalid or otherwise faulty reasoning in the construction of an argument. All forms of human communication can contain fallacies.

Because of their variety, fallacies are challenging to classify. They can be classified by their structure (formal fallacies) or content (informal fallacies). Informal fallacies, the larger group, may then be subdivided into categories such as improper presumption, faulty generalization, error in assigning causation, and relevance, among others.

The use of fallacies is common when the speaker's goal of achieving common agreement is more important to them than utilizing sound reasoning. When fallacies are used, the premise should be recognized as not well-grounded, the conclusion as unproven (but not necessarily false), and the argument as unsound.[1]

Formal fallacies

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A formal fallacy is an error in the argument's form.[2] All formal fallacies are types of non sequitur.

Propositional fallacies

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A propositional fallacy is an error that concerns compound propositions. For a compound proposition to be true, the truth values of its constituent parts must satisfy the relevant logical connectives that occur in it (most commonly: [and], [or], [not], [only if], [if and only if]). The following fallacies involve relations whose truth values are not guaranteed and therefore not guaranteed to yield true conclusions.
Types of propositional fallacies:

Quantification fallacies

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A quantification fallacy is an error in logic where the quantifiers of the premises are in contradiction to the quantifier of the conclusion.
Types of quantification fallacies:

Formal syllogistic fallacies

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Syllogistic fallacies – logical fallacies that occur in syllogisms.

  • Affirmative conclusion from a negative premise (illicit negative) – a categorical syllogism has a positive conclusion, but at least one negative premise.[11]
  • Fallacy of exclusive premises – a categorical syllogism that is invalid because both of its premises are negative.[11]
  • Fallacy of four terms (quaternio terminorum) – a categorical syllogism that has four terms.[12]
  • Illicit major – a categorical syllogism that is invalid because its major term is not distributed in the major premise but distributed in the conclusion.[11]
  • Illicit minor – a categorical syllogism that is invalid because its minor term is not distributed in the minor premise but distributed in the conclusion.[11]
  • Negative conclusion from affirmative premises (illicit affirmative) – a categorical syllogism has a negative conclusion but affirmative premises.[11]
  • Fallacy of the undistributed middle – the middle term in a categorical syllogism is not distributed.[13]
  • Modal fallacy – confusing necessity with sufficiency. A condition X is necessary for Y if X is required for even the possibility of Y. X does not bring about Y by itself, but if there is no X, there will be no Y. For example, oxygen is necessary for fire. But one cannot assume that everywhere there is oxygen, there is fire. A condition X is sufficient for Y if X, by itself, is enough to bring about Y. For example, riding the bus is a sufficient mode of transportation to get to work. But there are other modes of transportation – car, taxi, bicycle, walking – that can be used.
  • Modal scope fallacy – a degree of unwarranted necessity is placed in the conclusion.

Informal fallacies

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Informal fallacies – arguments that are logically unsound for lack of well-grounded premises.[14]

  • Argument from incredulity – when someone can't imagine something to be true, and therefore deems it false, or conversely, holds that it must be true because they can't see how it could be false.[15]
  • Argument to moderation (false compromise, middle ground, fallacy of the mean, argumentum ad temperantiam) – assuming that a compromise between two positions is always correct.[16]
  • Continuum fallacy (fallacy of the beard, line-drawing fallacy, sorites fallacy, fallacy of the heap, bald man fallacy, decision-point fallacy) – improperly rejecting a claim for being imprecise.[17]
  • Correlative-based fallacies
    • Suppressed correlative – a correlative is redefined so that one alternative is made impossible (e.g., "I am not fat because I am thinner than John.").[18]
  • Divine fallacy (argument from incredulity) – arguing that, because something is so phenomenal or amazing, it must be the result of superior, divine, alien or paranormal agency.[19]
  • Double counting – counting events or occurrences more than once in probabilistic reasoning, which leads to the sum of the probabilities of all cases exceeding unity.
  • Equivocation – using a term with more than one meaning in a statement without specifying which meaning is intended.[20]
    • Ambiguous middle term – using a middle term with multiple meanings.[21]
    • Definitional retreat – changing the meaning of a word when an objection is raised.[22] Often paired with moving the goalposts (see below), as when an argument is challenged using a common definition of a term in the argument, and the arguer presents a different definition of the term and thereby demands different evidence to debunk the argument.
    • Motte-and-bailey fallacy – conflating two positions with similar properties, one modest and easy to defend (the "motte") and one more controversial (the "bailey").[23] The arguer first states the controversial position, but when challenged, states that they are advancing the modest position.[24][25]
    • Fallacy of accent – changing the meaning of a statement by not specifying on which word emphasis falls.
    • Persuasive definition – purporting to use the "true" or "commonly accepted" meaning of a term while, in reality, using an uncommon or altered definition.
    • (cf. the if-by-whiskey fallacy)
  • Ecological fallacy – inferring about the nature of an entity based solely upon aggregate statistics collected for the group to which that entity belongs.[26]
  • Etymological fallacy – assuming that the original or historical meaning of a word or phrase is necessarily similar to its actual present-day usage.[27]
  • Fallacy of composition – assuming that something true of part of a whole must also be true of the whole.[28]
  • Fallacy of division – assuming that something true of a composite thing must also be true of all or some of its parts.[29]
  • False attribution – appealing to an irrelevant, unqualified, unidentified, biased or fabricated source in support of an argument.
  • False authority (single authority) – using an expert of dubious credentials or using only one opinion to promote a product or idea. Related to the appeal to authority.
  • False dilemma (false dichotomy, fallacy of bifurcation, black-or-white fallacy) – two alternative statements are given as the only possible options when, in reality, there are more.[31]
  • False equivalence – describing two or more statements as virtually equal when they are not.
  • Feedback fallacy – believing in the objectivity of an evaluation to be used as the basis for improvement without verifying that the source of the evaluation is a disinterested party.[32]
  • Historian's fallacy – assuming that decision-makers of the past had identical information as those subsequently analyzing the decision.[33] This is not to be confused with presentism, in which present-day ideas and perspectives are anachronistically projected into the past.
  • Historical fallacy – believing that certain results occurred only because a specific process was performed, though said process may actually be unrelated to the results.[34]
    • Baconian fallacy – supposing that historians can obtain the "whole truth" via induction from individual pieces of historical evidence. The "whole truth" is defined as learning "something about everything", "everything about something", or "everything about everything". In reality, a historian "can only hope to know something about something".[35]
  • Homunculus fallacy – using a "middle-man" for explanation; this sometimes leads to regressive middle-men. It explains a concept in terms of the concept itself without explaining its real nature (e.g.: explaining thought as something produced by a little thinker – a homunculus – inside the head simply identifies an intermediary actor and does not explain the product or process of thinking).[36]
  • Inflation of conflict – arguing that, if experts in a field of knowledge disagree on a certain point within that field, no conclusion can be reached or that the legitimacy of that field of knowledge is questionable.[37][38]
  • If-by-whiskey – an argument that supports both sides of an issue by using terms that are emotionally sensitive and ambiguous.
  • Incomplete comparison – insufficient information is provided to make a complete comparison.
  • Intentionality fallacy – the insistence that the ultimate meaning of an expression must be consistent with the intention of the person from whom the communication originated (e.g. a work of fiction that is widely received as a blatant allegory must necessarily not be regarded as such if the author intended it not to be so).[39]
  • Kettle logic – using multiple, jointly inconsistent arguments to defend a position.
  • Ludic fallacy – failing to take into account that non-regulated random occurrences unknown unknowns can affect the probability of an event taking place.[40]
  • Lump of labour fallacy – the misconception that there is a fixed amount of work to be done within an economy, which can be distributed to create more or fewer jobs.[41]
  • Magic fallacy – Profit derived by any means besides the production of physical goods (e.g. an artisan cabinet, a loaf of bread) must be made by either exploitation (modern) or magic (classical).
  • McNamara fallacy (quantitative fallacy) – making an argument using only quantitative observations (measurements, statistical or numerical values) and discounting subjective information that focuses on quality (traits, features, or relationships).
  • Mind projection fallacy – assuming that a statement about an object describes an inherent property of the object, rather than a personal perception.
  • Moralistic fallacy – inferring factual conclusions from evaluative premises in violation of fact–value distinction (e.g.: inferring is from ought). Moralistic fallacy is the inverse of naturalistic fallacy.
  • Moving the goalposts (raising the bar) – argument in which evidence presented in response to a specific claim is dismissed and some other (often greater) evidence is demanded.
  • Nirvana fallacy (perfect-solution fallacy) – solutions to problems are rejected because they are not perfect.
  • Package deal – treating essentially dissimilar concepts as though they were essentially similar.
  • Proof by assertion – a proposition is repeatedly restated regardless of contradiction; sometimes confused with argument from repetition (argumentum ad infinitum, argumentum ad nauseam).
  • Prosecutor's fallacy – a low probability of false matches does not mean a low probability of some false match being found.[42][43]
  • Proving too much – an argument that results in an overly generalized conclusion
  • Psychologist's fallacy – an observer presupposes the objectivity of their own perspective when analyzing a behavioral event.
  • Referential fallacy[44] – assuming that all words refer to existing things and that the meaning of words reside within the things they refer to, as opposed to words possibly referring to no real object (e.g.: Pegasus) or that the meaning comes from how they are used (e.g.: "nobody" was in the room).
  • Reification (concretism, hypostatization, or the fallacy of misplaced concreteness) – treating an abstract belief or hypothetical construct as if it were a concrete, real event or physical entity (e.g.: saying that evolution selects which traits are passed on to future generations; evolution is not a conscious entity with agency).
  • Retrospective determinism – believing that, because an event has occurred under some circumstance, the circumstance must have made the event inevitable (e.g.: because someone won the lottery while wearing their lucky socks, wearing those socks made winning the lottery inevitable).
  • Slippery slope (thin edge of the wedge, camel's nose) – asserting that a proposed, relatively small, first action will inevitably lead to a chain of related events resulting in a significant and negative event and, therefore, should not be permitted.[45]
  • Special pleading – the arguer attempts to cite something as an exemption to a generally accepted rule or principle without justifying the exemption (e.g.: an orphaned defendant who murdered their parents asking for leniency).

Improper premise

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  • Begging the question (petitio principii) – using the conclusion of the argument in support of itself in a premise (e.g.: saying that smoking cigarettes is deadly because cigarettes can kill you; something that kills is deadly).[46][47]
    • Loaded label – while not inherently fallacious, the use of evocative terms to support a conclusion is a type of begging the question fallacy. When fallaciously used, the term's connotations are relied on to sway the argument towards a particular conclusion. For example, in an organic foods advertisement that says "Organic foods are safe and healthy foods grown without any pesticides, herbicides, or other unhealthy additives", the terms "safe" and "healthy" are used to fallaciously imply that non-organic foods are neither safe nor healthy.[48]
    • Circular reasoning (circulus in demonstrando) – the reasoner begins with what they are trying to end up with (e.g.: The defendant is guilty because they failed a lie detector test. How do you know the test is accurate? Because convicts fail it.).[49]
  • Fallacy of many questions (complex question, fallacy of presuppositions, loaded question, plurium interrogationum) – someone asks a question that presupposes something that has not been proven or accepted by all the people involved. This fallacy is often used rhetorically so that the question limits direct replies to those that serve the questioner's agenda. (E.g., "Have you or have you not stopped beating your wife?".)

Faulty generalizations

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Faulty generalization – reaching a conclusion from weak premises.

  • Accident – an exception to a generalization is ignored.[50]
    • No true Scotsman (aka appeal to purity) – makes a generalization true by changing the generalization to exclude a counterexample.[51]
  • Cherry picking (suppressed evidence, incomplete evidence, argument by half-truth, fallacy of exclusion, card stacking, slanting) – using individual cases or data that confirm a particular position, while ignoring related cases or data that may contradict that position.[52][53]
    • Nut-picking (suppressed evidence, incomplete evidence) – using individual cases or data that falsify a particular position, while ignoring related cases or data that may support that position.
    • Survivorship bias – a small number of successes of a given process are actively promoted while completely ignoring a large number of failures.
  • False analogy – an argument by analogy in which the analogy is poorly suited.[54]
  • Hasty generalization (fallacy of insufficient statistics, fallacy of insufficient sample, fallacy of the lonely fact, hasty induction, secundum quid, converse accident, jumping to conclusions) – basing a broad conclusion on a small or unrepresentative sample.[55]
  • Argument from anecdote – a fallacy where anecdotal evidence is presented as an argument; without any other contributory evidence or reasoning.
  • Inductive fallacy – a more general name for a class of fallacies, including hasty generalization and its relatives. A fallacy of induction happens when a conclusion is drawn from premises that only lightly support it.
  • Misleading vividness – involves describing an occurrence in vivid detail, even if it is an exceptional occurrence, to convince someone that it is more important; this also relies on the appeal to emotion fallacy.
  • Overwhelming exception – an accurate generalization that comes with qualifications that eliminate so many cases that what remains is much less impressive than the initial statement might have led one to assume.[56]
  • Thought-terminating cliché – a commonly used phrase, sometimes passing as folk wisdom, used to quell cognitive dissonance, conceal lack of forethought, move on to other topics, etc. – but in any case, to end the debate with a cliché rather than a point.

Questionable cause

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Questionable cause is a general type of error with many variants. Its primary basis is the confusion of association with causation, either by inappropriately deducing (or rejecting) causation or a broader failure to properly investigate the cause of an observed effect.

  • Cum hoc ergo propter hoc (Latin for 'with this, therefore because of this'; correlation implies causation; faulty cause/effect, coincidental correlation, correlation without causation) – a faulty assumption that, because there is a correlation between two variables, one caused the other.[57]
    • Post hoc ergo propter hoc (Latin for 'after this, therefore because of this'; temporal sequence implies causation) – X happened, then Y happened; therefore X caused Y.[58]
    • Wrong direction (reverse causation) – cause and effect are reversed. The cause is said to be the effect and vice versa.[59] The consequence of the phenomenon is claimed to be its root cause.
    • Ignoring a common cause
  • Fallacy of the single cause (causal oversimplification[60]) – it is assumed that there is one, simple cause of an outcome when in reality it may have been caused by a number of only jointly sufficient causes.
  • Furtive fallacy – outcomes are asserted to have been caused by the malfeasance of decision makers.
  • Magical thinking – fallacious attribution of causal relationships between actions and events. In anthropology, it refers primarily to cultural beliefs that ritual, prayer, sacrifice, and taboos will produce specific supernatural consequences. In psychology, it refers to an irrational belief that thoughts by themselves can affect the world or that thinking something corresponds with doing it.

Statistical fallacies

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  • The observational interpretation fallacy occurs when associations identified in observational studies are misinterpreted as causal relationships.
  • Regression fallacy – ascribes cause where none exists. The flaw is failing to account for natural fluctuations. It is frequently a special kind of post hoc fallacy.
  • Gambler's fallacy – the incorrect belief that separate, independent events can affect the likelihood of another random event. If a fair coin lands on heads 10 times in a row, the belief that it is "due to the number of times it had previously landed on tails" is incorrect.[61]
    • Inverse gambler's fallacy – the inverse of the gambler's fallacy. It is the incorrect belief that on the basis of an unlikely outcome, the process must have happened many times before.
  • p-hacking – belief in the significance of a result, not realizing that multiple comparisons or experiments have been run and only the most significant were published.
  • Garden of forking paths fallacy – incorrect belief that a single experiment can not be subject to the multiple comparisons effect.
  • Sunk costs fallacy - refusal to leave a situation because you have already put large amounts of time or effort into it- for example trying to jump over a wall you physically cannot jump over because you have already spent an hour trying to jump.

Relevance fallacies

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  • Appeal to the stone (argumentum ad lapidem) – dismissing a claim as absurd without demonstrating proof for its absurdity.[62]
  • Invincible ignorance (argument by pigheadedness) – where a person simply refuses to believe the argument, ignoring any evidence given.[63]
  • Argument from ignorance (appeal to ignorance, argumentum ad ignorantiam) – assuming that a claim is true because it has not been or cannot be proven false, or vice versa.[64]
  • Argument from incredulity (appeal to common sense) – "I cannot imagine how this could be true; therefore, it must be false."[65]
  • Argument from repetition (argumentum ad nauseam or argumentum ad infinitum) – repeating an argument until nobody cares to discuss it any more and referencing that lack of objection as evidence of support for the truth of the conclusion;[66][67] sometimes confused with proof by assertion.
  • Argument from silence (argumentum ex silentio) – assuming that a claim is true based on the absence of textual or spoken evidence from an authoritative source, or vice versa.[68]
  • Ignoratio elenchi (irrelevant conclusion, missing the point) – an argument that may in itself be valid, but does not address the issue in question.[69]

Red herring fallacies

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A red herring fallacy, one of the main subtypes of fallacies of relevance, is an error in logic where a proposition is, or is intended to be, misleading in order to make irrelevant or false inferences. This includes any logical inference based on fake arguments, intended to replace the lack of real arguments or to replace implicitly the subject of the discussion.[70][71]

Red herring – introducing a second argument in response to the first argument that is irrelevant and draws attention away from the original topic (e.g.: saying "If you want to complain about the dishes I leave in the sink, what about the dirty clothes you leave in the bathroom?").[72] In jury trial, it is known as a Chewbacca defense. In political strategy, it is called a dead cat strategy. See also irrelevant conclusion.

  • Ad hominem – attacking the arguer instead of the argument. (Note that "ad hominem" can also refer to the dialectical strategy of arguing on the basis of the opponent's own commitments. This type of ad hominem is not a fallacy.)
    • Circumstantial ad hominem – stating that the arguer's personal situation or perceived benefit from advancing a conclusion means that their conclusion is wrong.[73]
    • Poisoning the well – a subtype of ad hominem presenting adverse information about a target person with the intention of discrediting everything that the target person says.[74]
    • Appeal to motive – dismissing an idea by questioning the motives of its proposer.
    • Tone policing – focusing on emotion behind (or resulting from) a message rather than the message itself as a discrediting tactic.
    • Traitorous critic fallacy (ergo decedo, 'therefore I leave') – a critic's perceived affiliation is portrayed as the underlying reason for the criticism and the critic is asked to stay away from the issue altogether. Easily confused with the association fallacy (guilt by association) below.
    • Bulverism (psychogenetic fallacy) – inferring why an argument is being used, associating it to some psychological reason, then assuming it is invalid as a result. The assumption that if the origin of an idea comes from a biased mind, then the idea itself must also be a falsehood.[37]
  • Appeal to authority (argument from authority, argumentum ad verecundiam) – an assertion is deemed true because of the position or authority of the person asserting it.[75][76]
    • Appeal to accomplishment – an assertion is deemed true or false based on the accomplishments of the proposer. This may often also have elements of appeal to emotion see below.
    • Courtier's reply – a criticism is dismissed by claiming that the critic lacks sufficient knowledge, credentials, or training to credibly comment on the subject matter.
  • Appeal to consequences (argumentum ad consequentiam) – the conclusion is supported by a premise that asserts positive or negative consequences from some course of action in an attempt to distract from the initial discussion.[77]
  • Appeal to emotion – manipulating the emotions of the listener rather than using valid reasoning to obtain common agreement.[78]
    • Appeal to fear – generating distress, anxiety, cynicism, or prejudice towards the opponent in an argument.[79]
    • Appeal to flattery – using excessive or insincere praise to obtain common agreement.[80]
    • Appeal to pity (argumentum ad misericordiam) – generating feelings of sympathy or mercy in the listener to obtain common agreement.[81]
    • Appeal to ridicule – mocking or stating that the opponent's position is laughable to deflect from the merits of the opponent's argument.[82]
    • Appeal to spite – generating bitterness or hostility in the listener toward an opponent in an argument.[83]
    • Judgmental language – using insulting or pejorative language in an argument.
    • Pooh-pooh – stating that an opponent's argument is unworthy of consideration.[84]
    • Style over substance – embellishing an argument with compelling language, exploiting a bias towards the esthetic qualities of an argument, e.g. the rhyme-as-reason effect[85]
    • Wishful thinking – arguing for a course of action by the listener according to what might be pleasing to imagine rather than according to evidence or reason.[86]
  • Appeal to nature – judgment is based solely on whether the subject of judgment is 'natural' or 'unnatural'.[87] (Sometimes also called the "naturalistic fallacy", but is not to be confused with the other fallacies by that name.)
  • Appeal to novelty (argumentum novitatis, argumentum ad antiquitatis) – a proposal is claimed to be superior or better solely because it is new or modern.[88] (opposite of appeal to tradition)
  • Appeal to poverty (argumentum ad Lazarum) – supporting a conclusion because the arguer is poor (or refuting because the arguer is wealthy). (Opposite of appeal to wealth.)[89]
  • Appeal to tradition (argumentum ad antiquitatem) – a conclusion supported solely because it has long been held to be true.[90]
  • Appeal to wealth (argumentum ad crumenam) – supporting a conclusion because the arguer is wealthy (or refuting because the arguer is poor).[91] (Sometimes taken together with the appeal to poverty as a general appeal to the arguer's financial situation.)
  • Argumentum ad baculum (appeal to the stick, appeal to force, appeal to threat) – an argument made through coercion or threats of force to support position.[92]
  • Argumentum ad populum (appeal to widespread belief, bandwagon argument, appeal to the majority, appeal to the people) – a proposition is claimed to be true or good solely because a majority or many people believe it to be so.[93]
  • Association fallacy (guilt by association and honor by association) – arguing that because two things share (or are implied to share) some property, they are the same.[94]
  • Logic chopping fallacy (nit-picking, trivial objections) – Focusing on trivial details of an argument, rather than the main point of the argumentation.[95][96]
  • Ipse dixit (bare assertion fallacy) – a claim that is presented as true without support, as self-evidently true, or as dogmatically true. This fallacy relies on the implied expertise of the speaker or on an unstated truism.[97][98][99]
  • Chronological snobbery – a thesis is deemed incorrect because it was commonly held when something else, known to be false, was also commonly held.[100][101]
  • Fallacy of relative privation (also known as "appeal to worse problems" or "not as bad as") – dismissing an argument or complaint due to what are perceived to be more important problems. First World problems are a subset of this fallacy.[102][103]
  • Genetic fallacy – a conclusion is suggested based solely on something or someone's origin rather than its current meaning or context.[104]
  • I'm entitled to my opinion – a person discredits any opposition by claiming that they are entitled to their opinion.
  • Moralistic fallacy – inferring factual conclusions from evaluative premises, in violation of fact–value distinction; e.g. making statements about what is, on the basis of claims about what ought to be. This is the inverse of the naturalistic fallacy.
  • Naturalistic fallacy – inferring evaluative conclusions from purely factual premises[105][106] in violation of fact–value distinction. Naturalistic fallacy (sometimes confused with appeal to nature) is the inverse of moralistic fallacy.
  • Naturalistic fallacy fallacy[108] (anti-naturalistic fallacy)[109] – inferring an impossibility to infer any instance of ought from is from the general invalidity of is-ought fallacy, mentioned above. For instance, is does imply ought for any proposition , although the naturalistic fallacy fallacy would falsely declare such an inference invalid. Naturalistic fallacy fallacy is a type of argument from fallacy.
  • Straw man fallacy – refuting an argument different from the one actually under discussion, while not recognizing or acknowledging the distinction.[110]
  • Texas sharpshooter fallacy – improperly asserting a cause to explain a cluster of data.[111]
  • Tu quoque ('you too' – appeal to hypocrisy, whataboutism) – stating that a position is false, wrong, or should be disregarded because its proponent fails to act consistently in accordance with it.[112]
  • Two wrongs make a right – assuming that, if one wrong is committed, another wrong will rectify it.[113]
  • Vacuous truth – a claim that is technically true but meaningless, in the form no A in B has C, when there is no A in B. For example, claiming that no mobile phones in the room are on when there are no mobile phones in the room.

See also

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References

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Further reading

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Revisions and contributorsEdit on WikipediaRead on Wikipedia
from Grokipedia
A list of fallacies is a systematic compilation of common errors in reasoning that appear persuasive but fail to support their conclusions, serving as a reference for identifying and avoiding flawed arguments in discourse. Fallacies are broadly classified into two main types: formal fallacies, which involve invalid logical structures regardless of content, such as affirming the consequent (e.g., "If P then Q; Q; therefore P"), and informal fallacies, which depend on the specific language, context, or relevance of the argument, including subtypes like ad hominem attacks or appeals to authority. The study of fallacies traces back to ancient philosophy, with Aristotle providing the first comprehensive catalog in his Sophistical Refutations (circa 350 BCE), identifying 13 types of deceptive arguments used in sophistical debates, though the formal/informal distinction is a more recent development. Over centuries, the study of fallacies evolved through contributions from thinkers like , who emphasized inductive errors in (1620), and Richard Whately, who in Elements of Rhetoric (1828) expanded lists to include procedural and dialectical flaws. Modern compilations, often exceeding 200 entries, draw from interdisciplinary fields such as logic, , , and , highlighting fallacies' role in arguments where formal logic alone is insufficient. Cataloging fallacies promotes by enabling arguers to diagnose reasoning defects, fostering clearer communication and epistemic responsibility in academic, legal, and everyday contexts. While no list is exhaustive due to the nuanced nature of human argumentation, such references underscore the importance of vigilance against deceptive patterns that can mislead even sophisticated audiences.

Fundamentals

Definition of a logical fallacy

A logical fallacy is an error in reasoning that renders an argument invalid or unsound, often presenting a superficial appearance of persuasiveness while failing to meet standards of logical correctness. These flaws can occur in the structure of an argument or in its content, leading to conclusions that do not logically follow from the premises. Key characteristics of logical fallacies include their distinction between deductive and inductive reasoning: in deductive arguments, which aim for guaranteed truth preservation from premises to conclusion, a fallacy arises from an invalid , such as (e.g., if P then Q; Q; therefore P); in , which yields probabilistic conclusions based on , fallacies stem from insufficient or unrepresentative data, as in the classic example of observing only white swans and concluding "all swans are white," which overlooks the possibility of black swans and exemplifies hasty generalization. This differentiation highlights how fallacies exploit either formal invalidity or evidential weakness, making them deceptive in everyday discourse. The historical origins of fallacy theory trace back to Aristotle, who in his Sophistical Refutations identified deceptive arguments used in dialectical debates, cataloging 13 types of fallacies as refutations that merely seem valid but are not. Aristotle's work laid the foundation for recognizing these errors as tools of sophists, emphasizing their role in misleading opponents through apparent but flawed reasoning. In argumentation, logical fallacies undermine credibility by introducing flaws that can deceive audiences, obstruct rational debate, and lead to unjustified beliefs in fields like science and rhetoric, where sound reasoning is essential for establishing truth. Identifying them thus serves to strengthen discourse by promoting arguments that withstand scrutiny.

Classification of fallacies

Fallacies are primarily classified into two broad categories: formal and informal. Formal fallacies involve errors in the logical structure of an argument, where the conclusion does not validly follow from the premises regardless of their content; these can be detected solely through analysis of the argument's form, often using symbolic logic. Informal fallacies, by contrast, arise from issues in the content, context, or language of the argument, such as irrelevant premises or ambiguous terms, and require evaluation beyond mere structure to identify. Additional classifications cross-cut this dichotomy. Fallacies may be deductive, where the error undermines a claim of necessary conclusion (e.g., invalid syllogisms), or inductive, where the flaw weakens probabilistic support (e.g., overgeneralization from insufficient evidence). Another distinction separates material fallacies, which depend on the factual content of (e.g., false cause assumptions), from verbal fallacies, rooted in linguistic or misuse (e.g., ). Extensions include conditional fallacies, involving mishandling of if-then statements, and modal fallacies, which misapply notions of possibility or necessity in arguments. Classification criteria emphasize logical validity—the structural of conclusion from true —versus , which additionally requires true ; formal fallacies typically fail validity, while informal ones often compromise or to the issue at hand. These frameworks bridge abstract deductive logic with real-world , where context and empirical truth matter. The evolution of fallacy classifications traces back to Aristotle's Sophistical Refutations (circa 350 BCE), which identified 13 types divided into linguistic-dependent (e.g., ) and independent (e.g., ) errors in dialectical disputes. Medieval and early modern thinkers like Richard Whately expanded this into logical versus material fallacies, while (1843) introduced inductive variants like post hoc. In the , Irving Copi's Introduction to Logic (1953, revised editions) systematized 18 informal fallacies, blending Aristotelian roots with modern ad-argument types, influencing textbooks like Patrick Hurley's A Concise Introduction to Logic (1979 onward), which refined categories for pedagogical use. The rise of spurred additions like statistical fallacies, such as the base-rate identified by Kahneman and Tversky (1973), addressing errors in probabilistic inference amid growing empirical sciences.

Formal fallacies

Propositional fallacies

Propositional fallacies occur in arguments involving simple propositions—statements that are either true or false—and the logical connectives that link them, such as conjunction (and), disjunction (or), and implication (if-then). In propositional logic, propositions have bivalent s: true or false. Connectives define how the truth values of component propositions determine the truth value of the compound: conjunction is true only if both parts are true; disjunction is true if at least one part is true; and implication is false only if the antecedent is true and the consequent is false. These fallacies arise when inferences using these connectives violate valid logical forms, leading to invalid conclusions despite seemingly sound premises. Affirming the consequent is a in which an argument assumes that because the consequent of a conditional statement is true, the antecedent must also be true. The invalid form is: If P, then Q; Q is true; therefore, P is true. For example, "If it , the ground is wet; the ground is wet; therefore, it rained." This reasoning fails because the consequent (wet ground) could result from other causes, such as a sprinkler, without the antecedent () being true. Denying the antecedent is another involving conditional statements, where one concludes that because the antecedent is false, the consequent must also be false. The invalid form is: If P, then Q; P is false; therefore, Q is false. An example is: "If you study hard, you will pass the exam; you did not study hard; therefore, you will not pass the exam." The error lies in overlooking that the consequent (passing) could occur through alternative means, like prior knowledge or luck, even if the antecedent (studying) is absent. Affirming a disjunct is a that misapplies disjunctive statements by assuming exclusivity when the connective allows for both options to hold. The invalid form, treating the disjunction as exclusive, is: P or Q; P is true; therefore, Q is false. For instance, "Either the is on or the room is dark; the switch is on; therefore, the room is not dark." This commits an error because the disjunction in propositional logic is typically inclusive, meaning both could be true (e.g., the switch is on but a keeps the room dark); the conclusion wrongly denies the second disjunct.

Quantification fallacies

Quantification fallacies arise in predicate logic when the scope, distribution, or interpretation of quantifiers—symbols that express generality or —is mishandled, leading to invalid inferences. These errors often stem from confusing the logical structure of statements involving "all," "some," or "none," particularly in how they interact with predicates and domains. Unlike propositional logic, which deals with simple connectives without variables, predicate logic introduces quantifiers to handle relations over potentially infinite sets, making precise scope management essential to avoid . The universal quantifier, denoted ∀, asserts that a property holds for every element in the domain, formalized as ∀x P(x), meaning "for all x, P(x) is true." In contrast, the existential quantifier, denoted ∃, claims that at least one element satisfies the property, as in ∃x P(x), or "there exists an x such that P(x) is true." These quantifiers enable the expression of complex generalizations but require careful attention to their order and binding to prevent fallacious shifts in meaning; for instance, nested quantifiers like ∀x ∃y R(x,y) differ fundamentally from ∃y ∀x R(x,y), with the former allowing y to vary with x and the latter requiring a single y for all x. Proper use of ∀ and ∃ avoids scope confusion by clarifying whether claims are general or particular, existential or hypothetical. One prominent quantification fallacy is the existential fallacy, which invalidly infers the existence of entities from universal statements lacking existential import. In modern predicate logic, universal premises like ∀x (P(x) → Q(x))—translated as "all P are Q"—do not presuppose that any P exist, yet concluding ∃x Q(x) ("some Q exist") assumes such existence, rendering the inference fallacious. For example, "All have horns" (∀x (Unicorn(x) → HasHorns(x))) is vacuously true if no unicorns exist, but deriving "Some things have horns" (∃x HasHorns(x)) illicitly imports existence into an empty class. This contrasts with traditional Aristotelian logic, where universals carried existential import, but contemporary interpretations reject this to align with formal systems free of such assumptions. The illicit quantifier shift, also known as the quantifier shift fallacy, occurs when the order of quantifiers is improperly reversed, altering the logical scope and yielding an unsound conclusion. It typically confuses a statement of the form "For all x, there exists some y such that R(x,y)" (∀x ∃y R(x,y)) with "There exists some y such that for all x, R(x,y)" (∃y ∀x R(x,y)). A classic example is "Every boy loves some girl," which means each boy has his own beloved (∀x (Boy(x) → ∃y (Girl(y) ∧ Loves(x,y)))), but shifting to "Some girl is loved by every boy" (∃y (Girl(y) ∧ ∀x (Boy(x) → Loves(x,y)))) implies a single girl universally adored, an invalid leap. This error frequently appears in arguments about causation or relations, such as claiming "Everything has a cause" entails "There is one cause for everything," misdistributing the existential quantifier across the universal.

Syllogistic fallacies

Syllogistic fallacies arise in categorical syllogisms, which are deductive arguments in composed of two premises and a conclusion, each making categorical propositions about the relationships between three terms: the major term (predicate of the conclusion), the minor term (subject of the conclusion), and the middle term (appearing in both premises but not the conclusion). These fallacies occur due to violations of the structural rules governing term distribution—where a term is "distributed" if it refers to all members of its class—and the proper handling of the middle term, as outlined in Aristotle's foundational work on logic. Unlike informal fallacies, these are purely formal, detectable solely from the argument's structure without regard to content. The happens when the middle term is not distributed in at least one of the premises, failing to establish a sufficient connection between the terms for the conclusion to follow necessarily. In a valid , the middle term must be distributed in at least one to encompass the full scope needed to link the other terms. For example, consider the argument: "All dogs are mammals; all cats are mammals; therefore, all dogs are cats." Here, the middle term "mammals" is undistributed in both premises, as the premises only affirm that dogs and cats are some mammals, not all, rendering the conclusion . This error is a classic violation identified in traditional syllogistic analysis. Illicit major and illicit minor fallacies involve a term that is distributed in the conclusion but was not distributed in the relevant premise, improperly extending the term's scope beyond what the premises support. The illicit major occurs when the major term is undistributed in the major premise (the one containing the major term) but distributed in the conclusion, while the illicit minor mirrors this for the minor term in the minor premise. An example of the illicit minor is: "All philosophers are thinkers; no poets are philosophers; therefore, no poets are thinkers." The minor term "poets" is distributed in the conclusion (referring to all poets) but undistributed in the minor premise (which only denies some poets from being philosophers), making the inference invalid. These fallacies underscore the rule that no term can be more broadly distributed in the conclusion than in its premise. The fallacy of exclusive premises arises when both premises are negative (universal or particular), lacking the affirmative premise required to forge a valid connection between the subject and predicate classes in the conclusion. In categorical syllogisms, at least one premise must be affirmative to establish any positive or negative relation in the conclusion; two negative premises cannot yield a valid inference. For instance: "No fish are mammals; no birds are mammals; therefore, some fish are birds." Both premises are universal negatives, providing no linking ground for the conclusion, which falsely posits an overlap. This structural flaw prevents the syllogism from meeting the conditions for validity in classical logic. The four-term fallacy, known as quaternio terminorum, occurs when a employs four (or more) terms instead of the required three, often due to where a word shifts meaning between premises, effectively introducing a hidden fifth term. addressed this type of error in his Sophistical Refutations as a form of fallacious reasoning through ambiguous terms, disrupting the 's unity. A classic Aristotelian example involves : "Those who know their letters learn; but those who know learn; therefore, those who know their letters know." Here, "learn" equivocates between acquiring knowledge (in the first premise) and understanding or memorizing (in the second), creating four distinct terms and invalidating the structure. This highlights how linguistic ambiguity can masquerade as a proper .

Informal fallacies

Presumption fallacies

Presumption fallacies, also known as fallacies of illegitimate presumption, occur in informal reasoning when an relies on unproven or unjustified assumptions embedded in its , thereby undermining the 's validity without providing supporting . These errors often create the illusion of a sound by presupposing key elements that beg further justification, distinguishing them from formal fallacies that violate strict logical structure. Common in everyday discourse, politics, and debates, they exploit implicit beliefs to advance a conclusion prematurely.

Begging the Question (Petitio Principii)

Begging the question involves where the premise assumes the truth of the conclusion, rendering the argument redundant and uninformative. This , identified by in his Sophistical Refutations, fails to provide independent because the premise restates the conclusion in different words, offering no advancement in understanding or belief. For instance, the statement " induces sleep because it possesses dormitive properties" merely rephrases the conclusion (opium induces sleep) as the premise (dormitive properties mean sleep-inducing), assuming what needs proof. Modern analyses, such as those by Douglas Walton, emphasize its role as a dialogical obstacle that halts productive discussion by presupposing disputed claims.

Complex Question

The complex question fallacy, sometimes called a , presents a query that embeds an unproven or controversial , forcing the respondent into an untenable position regardless of their answer. Originating from Aristotle's category of "many questions" in sophistical refutations, it manipulates by implying an assumption that the questioner treats as settled fact. A classic example is "Have you stopped beating your spouse?", which presupposes prior abuse and guilt, making a simple yes or no response incriminating without addressing the validity of the assumption. This error is particularly prevalent in interrogations or political , where it evades direct challenge to the hidden premise.

False Dilemma (False Choice)

A false dilemma fallacy arises when an argument artificially limits options to two extremes, ignoring viable alternatives and pressuring acceptance of one flawed choice. This presumption oversimplifies complex issues by assuming an exhaustive , often for persuasive effect, as noted in classifications of informal paralogisms. For example, declaring "You're either with us or against us" in a presumes no middle ground or neutrality exists, excluding nuanced positions like conditional support. Walton describes it as failing the conditions of proper argumentation schemes, where the exclusion of options must be justified rather than assumed. It frequently appears in ethical or political s to manipulate decisions.

Loaded Label

Loaded label, a variant of emotive language or name-calling, employs value-laden or prejudicial terms as premises to bias evaluation without evidentiary support, presuming the emotional as factual. This fallacy, akin to a subform of , substitutes descriptive neutrality with evaluative loadedness, influencing acceptance through rather than logic. An illustration is labeling political opponents as "traitors" to dismiss their views, which assumes disloyalty without proof and evokes negative associations to the audience. As analyzed in fallacy taxonomies, it distorts objective discourse by embedding unargued judgments, often overlapping with attacks but focusing on terminological presumption.

Ambiguity fallacies

Ambiguity fallacies are a category of informal logical errors that arise from the exploitation of linguistic vagueness or multiple interpretations in language, leading to invalid or misleading conclusions. These fallacies occur when in words, , emphasis, or allows an argument to appear sound while actually relying on a shift in meaning that undermines its validity. Unlike formal fallacies, which violate strict rules of , fallacies depend on the contextual or semantic flexibility of , often intentionally or unintentionally obscuring the reasoning process. Equivocation involves the use of a single word or phrase with two or more different meanings within the same argument, where the shift in sense creates a false connection between premises and conclusion. This fallacy trades on lexical ambiguity, making the argument seem coherent only because the ambiguous term masks the inconsistency. For instance, consider the argument: "The sign said 'Fine for parking,' so I parked there," where "fine" shifts from meaning "excellent" or "suitable" to "a monetary penalty." Equivocation can invalidate deductive arguments by undermining the shared meaning required for premises to support the conclusion. Amphiboly stems from syntactic or grammatical in a sentence , where the phrasing allows for multiple valid interpretations, leading to erroneous conclusions based on one reading over another. This differs from by focusing on the arrangement of words rather than the meanings of individual terms. An example is the statement: "I saw her ," which could mean observing a lowering her head (the "") or spotting her pet bird (the ""), potentially leading to confusion in an about what was witnessed. Amphiboly often appears in hasty interpretations of ambiguous reporting or legal . Accent arises when the emphasis, intonation, or prosodic stress on words alters their intended meaning, creating that supports a fallacious , particularly in spoken or context-dependent . This fallacy exploits how shifting focus within a sentence can change its implications without altering the words themselves. For example, the sentence "I didn't say you were stupid" can imply different denials depending on stress: emphasizing "I" suggests someone else said it, while stressing "stupid" might affirm the indirectly. Accent is especially relevant in rhetorical or oral arguments where tone influences perception. Composition and division are related fallacies that misuse the relationship between parts and wholes, treating properties of one as applicable to the other in an invalid manner. In the fallacy of composition, one assumes that what is true of the individual parts must be true of the whole they form, ignoring emergent properties or interactions. For example, arguing that "Each player on the team is an excellent athlete, therefore the team as a whole is unbeatable" overlooks how team performance depends on coordination beyond individual skills. Conversely, the fallacy of division assumes that what is true of the whole must be true of its parts, such as claiming "The molecule is visible to the naked eye, therefore each atom in it is visible," which reverses the actual scale of properties. These fallacies highlight errors in attributing characteristics across levels of organization, common in discussions of collectives like societies or systems.

Generalization fallacies

Generalization fallacies are a category of informal fallacies that arise in when insufficient, unrepresentative, or improperly applied leads to overly broad conclusions about a , class, or rule. These errors undermine the validity of arguments by overextending limited observations, often resulting in stereotypes, prejudices, or misguided policies. Unlike formal fallacies, which violate deductive rules, generalization fallacies depend on the content and of the , making them common in everyday , , and . Philosophers and logicians classify these fallacies under inductive errors, emphasizing the need for representative samples and consideration of exceptions to ensure sound generalizations. Key types include hasty generalizations from small samples, biased selections that skew results, overextensions that ignore counterevidence, and rigid applications of rules without qualifiers. Recognizing these helps in evaluating claims based on empirical patterns, such as in scientific hypotheses or social judgments. Hasty generalization occurs when a broad conclusion is drawn from a sample that is too small or atypical to support it, leading to unreliable inductive inferences. For instance, concluding that "all Parisians are rude" after encountering two unfriendly individuals overlooks the diversity within the population and risks perpetuating unfounded . This fallacy is prevalent in anecdotal reasoning, where personal experiences are treated as definitive proof without statistical backing. Logicians warn that such generalizations weaken arguments by ignoring the variability required for valid induction. Biased sample, a subtype of , involves drawing conclusions from a non-random or skewed selection of data that does not represent the broader group, thus distorting the inductive process. An example is polling only product enthusiasts to claim widespread satisfaction, which inflates positive views while excluding critics. This error often stems from or selective , compromising the objectivity needed for accurate generalizations in surveys or studies. Researchers emphasize random sampling to mitigate this, as biased can lead to flawed policies or marketing claims. The inductive fallacy of overextension happens when a probable is pushed too far by disregarding relevant counterexamples, treating a trend as an absolute rule. For example, asserting that " must fly" because most birds do ignores the exception of flightless species, invalidating the application to the specific case. This overreach disrupts inductive validity by failing to account for diversity within the class, a common pitfall in rule-based reasoning. guides highlight the importance of testing generalizations against exceptions to avoid such errors. Secundum quid (accident), also known as the or a dicto simpliciter ad dictum , arises from applying a general rule universally without recognizing limiting conditions or exceptions in particular instances. is insisting "knives are for cutting, so use a knife for a delicate ," which neglects the context where sharpness becomes a liability. This misapplies inductive principles by stripping qualifiers from rules, leading to impractical or harmful conclusions. Aristotelian logic identifies it as a key error in predication, where terms shift meaning inappropriately between general and specific uses.

Causal fallacies

Causal fallacies are informal errors in reasoning that arise when a causal relationship is wrongly assumed between events, often based on temporal sequence, , or incomplete analysis, rather than of actual causation. These fallacies undermine arguments by mistaking or proximity for cause and effect, leading to flawed explanations or decisions. They are distinct from formal fallacies in that they depend on the content and context of the claim rather than its logical structure. , as discussed in classifications of , encompasses these errors where insufficient supports a . Post hoc ergo propter hoc, Latin for "after this, therefore because of this," occurs when one assumes that because one event follows another in time, the first event caused the second, ignoring alternative explanations or coincidences. This fallacy is pervasive in everyday reasoning and historical arguments, as noted by philosophers like in his analysis of sophistical refutations. For instance, claiming that a politician's speech caused a subsequent simply because the war followed the speech exemplifies this error, as other factors such as geopolitical tensions are overlooked. Cum hoc ergo propter hoc, meaning "with this, therefore because of this," involves inferring causation from the mere simultaneous occurrence of two events, without establishing a mechanistic link or ruling out common causes. This error is a subtype of false cause reasoning, highlighted in logical analyses as a failure to distinguish from causation. A classic example is asserting that sales cause an increase in drownings because both rise during summer months, when in reality, warmer weather drives both phenomena independently. Single cause fallacy, also known as causal oversimplification, attributes a complex outcome to a solitary factor while disregarding the interplay of multiple contributing elements. This oversimplification distorts understanding by reducing multifaceted causal chains to a simplistic , as critiqued in philosophical examinations of argumentative flaws. For example, blaming alone for rising rates ignores intertwined influences like access, social policies, and economic structures. Wrong direction, or reversing causation, mistakenly identifies the effect as the cause or vice versa, inverting the actual causal sequence without empirical support. This appears in logical guides as a variant of false cause, where bidirectional relationships are misread. An illustration is the claim that causes depression, when evidence suggests depression often precedes and contributes to job loss by impairing performance and motivation.

Statistical fallacies

Statistical fallacies involve errors in reasoning that stem from the improper application or interpretation of numerical , probabilities, and statistical principles, often leading to flawed conclusions about likelihoods or patterns in arguments. These fallacies typically occur when probabilistic is mishandled, such as confusing conditional probabilities or overlooking in random events, and they frequently appear in contexts like , legal proceedings, and everyday predictions. Unlike causal fallacies that emphasize sequence or without quantification, statistical fallacies specifically exploit misunderstandings of numerical to support claims. The , also referred to as base rate neglect, arises when decision-makers undervalue or ignore the () of an event in favor of more salient, case-specific information, resulting in biased probability estimates. This error was identified in experimental studies where participants judged the likelihood of outcomes based primarily on descriptive details rather than integrating s, as predicted by the . For instance, when told that a affects 1 in 1,000 people and a diagnostic test has a 99% accuracy rate, individuals often conclude that a positive test result indicates a 99% chance of having the disease, neglecting that the low leads to many false positives among the healthy population. In reality, the positive predictive value is closer to 9%, highlighting how ignoring the inflates perceived probabilities. This fallacy has been shown to persist even among statistically trained individuals, affecting judgments in , , and . The prosecutor's fallacy consists of confusing the probability of obtaining particular evidence given innocence (P(E|I)) with the probability of innocence given the evidence (P(I|E)), often leading to overstated claims of guilt in legal contexts. This misinterpretation inverts conditional probabilities and was first formally named and analyzed in examinations of courtroom testimony where match probabilities from forensic evidence, like DNA, are presented without accounting for population frequencies. A classic example involves a DNA match with a random occurrence rate of 1 in a million; prosecutors may argue this makes guilt virtually certain, but if 20 million people could be suspects, about 20 innocent individuals would share the profile, making the evidence far less conclusive without base rate consideration. Empirical studies of mock juries demonstrate that exposure to this fallacy increases conviction rates by up to 30%, underscoring its impact on judicial decisions. The error can be corrected using Bayes' theorem, which properly incorporates prior probabilities, though it remains common due to intuitive appeals of rarity. The is the erroneous belief that deviations from expected outcomes in a sequence of independent random events will be corrected in subsequent trials, implying a non-existent pattern or momentum in chance processes. This bias manifests as an expectation of reversal after a streak, despite events remaining independent, and has been observed in behaviors where players bet against recent outcomes. For example, after observing 10 consecutive red spins on a wheel, a gambler might wager heavily on black, assuming the streak must end soon, even though each spin has an equal 18/38 probability regardless of history. and data confirm this drives betting patterns, with bettors showing a 10-15% higher tendency to oppose streaks in independent games like , leading to predictable losses over time. The stems from misapplying the to short sequences and has roots in early discussions, persisting across cultures and expertise levels. The occurs when regression to the mean—a natural statistical tendency for extreme values to move closer to the average on subsequent measurements—is mistakenly attributed to a causal intervention rather than random variation. This error leads to crediting or blaming treatments for outcomes that would occur anyway due to mean reversion. A well-known illustration involves flight instructors who praised cadets for good landings and poor ones; performance improved after both, which they interpreted as punishment being effective, but it actually reflected regression from unusually good or bad landings toward average skill levels. Studies replicating this show that without controlling for extremes, perceived treatment effects can be inflated by 20-50%, affecting evaluations in , , and . The phenomenon was highlighted in analyses of intuitive , where failure to anticipate regression biases forecasts and assessments.

Relevance fallacies

Relevance fallacies are a category of informal fallacies in which the offered in support of a conclusion are logically irrelevant to it, often by invoking personal circumstances, , authorities, or origins that fail to address the actual issue at hand. These errors undermine rational by diverting attention from or reasoning to extraneous factors, such as the arguer's traits or feelings, thereby committing a violation of in argumentation. Unlike formal fallacies, which involve structural defects in , relevance fallacies are assessed contextually based on whether the introduced elements bear any probative weight on the claim's truth or falsity. The (abusive) fallacy occurs when an argument attacks the personal character, circumstances, or motives of the opponent instead of engaging with the merits of their position. This renders the response irrelevant because flaws in the person do not inherently discredit the argument itself; for instance, rejecting a scientist's data by calling them a "hypocrite who drives a large car" ignores the presented. Philosophers trace this fallacy to classical , where it was critiqued as a deviation from substantive , and modern analyses emphasize its role in dialectical exchanges where personal is imputed without justification. The appeal to authority (argumentum ad verecundiam) involves accepting a claim as true solely because it is endorsed by an figure, even when that authority lacks relevant expertise or the endorsement is out of . This is fallacious when the authority's opinion substitutes for actual , as expertise in one domain does not guarantee reliability in another; a common example is citing a famous actor's endorsement of a medical treatment as proof of its efficacy, despite the actor's lack of medical qualifications. Historically, identified this as an appeal to undue modesty or social standing, and contemporary logicians distinguish legitimate deference to experts from fallacious overreliance on prestige. The appeal to emotion fallacy manipulates feelings such as , spite, or to persuade, rather than providing rational grounds for the conclusion, making the emotional response irrelevant to the argument's validity. Variants include ad misericordiam (), where one argues against firing an employee by emphasizing their family's hardship, bypassing whether the dismissal is justified; ad baculum (), as in threatening consequences to enforce agreement on a ; and appeals to spite, which exploit toward a group to reject their ideas. These tactics exploit psychological tendencies but fail logically, as emotions do not constitute evidence; noted their prevalence in persuasive rhetoric, while modern theory views them as context-dependent errors in practical reasoning. The judges the validity or worth of an idea, argument, or practice based on its origin or historical source, rather than its intrinsic merits, rendering the evaluation irrelevant to the content under scrutiny. For example, dismissing a outright because it was initially developed by a controversial figure or regime, such as rejecting relativity due to Einstein's Jewish heritage, overlooks whether the theory holds up to empirical testing. This error stems from a confusion between causal history and justificatory ; it was formalized in mid-20th-century as a subtype of irrelevance, highlighting how source-based prejudices can distort objective assessment. The Suppressed Evidence (Fallacy of Omission) occurs when an argument intentionally or unintentionally omits relevant evidence that would undermine the conclusion, leading to a misleading assessment. For example, recommending a computer purchase by highlighting its features and low cost while suppressing the fact that it was bought at an inflated price from a relative and ranked poorly in independent reviews. This fallacy is recognized as an informal fallacy involving the failure to consider all pertinent information, often classified under relevance fallacies due to the omission rendering the presented premises insufficiently supportive of the conclusion.

Distraction fallacies

Distraction fallacies constitute a category of informal fallacies in which an arguer diverts from the core issue of a by introducing extraneous topics, distorting the opponent's position, highlighting perceived , or resorting to , thereby evading substantive engagement. These tactics exploit emotional or psychological responses to sidetrack rational evaluation, often succeeding in where logical rigor fails. Unlike mere irrelevance in support, actively redirects the discussion path, making it a potent tool in persuasive contexts such as and . Red herring involves introducing an irrelevant topic that superficially relates to the original argument, drawing attention away from the actual point under debate. This fallacy, named after the practice of using smoked herring to distract hunting dogs, functions by creating a smokescreen of tangential issues that obscure the refutation or support needed. For instance, in a discussion on addressing , an arguer might respond, "But the economy is booming right now," shifting focus to economic success without addressing environmental concerns. identify it as a form of , or irrelevant conclusion, where the distraction maintains an illusion of relevance while derailing the discourse. Straw man occurs when an arguer misrepresents or exaggerates an opponent's position to create a weaker, more easily refuted version, then attacks that distortion rather than the actual argument. This tactic simplifies complex views into caricatures, allowing the arguer to appear victorious without confronting the real claims. A classic example is responding to a proposal for moderate measures by claiming the opponent wants to "ban all guns and leave law-abiding citizens defenseless," thereby attacking an extreme position no one advocated. Logic texts describe it as a distortion that undermines fair , often rooted in poor listening or deliberate . Tu quoque, Latin for "you too," is a deflection that accuses the critic of to dismiss their argument, implying that inconsistency invalidates the claim regardless of its merits. Rather than addressing the substance, it shifts scrutiny to the arguer's behavior, equating with logical refutation. For example, if someone argues against due to risks, the response might be, "But you drink alcohol, which is also harmful," avoiding the validity of the anti- point. Ethicists and logicians classify it as a variant of , effective in personal disputes but fallacious because personal flaws do not disprove objective truths. Ad baculum, or appeal to the stick, employs threats of , , or harm to compel acceptance of a conclusion, bypassing or reasoning altogether. This fallacy relies on rather than , treating power as a substitute for validity. An example is a manager saying to an employee, "Agree with this policy, or you'll face consequences," during a workplace on procedures. Rhetorical analyses trace its origins to , where it exemplifies over consensus, rendering it invalid in ethical argumentation.

References

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