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by Nathanael Vaprin (copyright asserted) Vanderbilt University (graduate student, Department of Philosophy) revised: 6 may 2004 Problems with Words Slanters: Terms used to make the unacceptable seem acceptable, or vice versa. Not fallacies in themselves, but ways of distracting your attention from problems in the argument. Emotionally Charged Language: "Pumping up" a term or premise to make it seem stranger than it is, better than it is, or worse than it is. Such language appears in many examples of the other fallacies in this list, employed to twist the meaning of key terms and ideas by phrasing them in such a way that the reader/hearer focuses on connotation over denotation, feeling over meaning. Vagueness: A key idea, term or phrase is too unclear or ill-defined to know what evidence would count for its truth, or to nail down which of several meanings is the relevant one. Equivocation: The meaning of a key term or phrase is changed midway through the argument, without the reader's being alerted. Problems with Premise Scope Suppressed Premise: An argument that utilizes or requires a premise that is not explicitly stated, or reasons to a conclusion that is unstated. Not necessarily a fallacy, unless the suppressed premise is inconsistent with the argument or militates against the conclusion. (see also Fallacy of Converse Accident, below) Suppressed Evidence: Giving an incomplete version of the evidence for a certain conclusion, when the complete evidence refutes the conclusion or is ambiguous. In refutation, giving a weakened account of the evidence for an opposed position, when the evidence really does warrant that conclusion. Oversimplification: Presenting an overly simple or selective version of the evidence in order to prove a conclusion that would not follow from a fully detailed consideration of the evidence. Faulty Underlying Assumption: Many premises involve hidden presuppositions, even if those assumptions are not stated in a subargument. Those presuppositions can fall prey to any of the problems described in this document. Inconsistent Premises: Neither premises nor definitions ought to contradict one another, and there should be no contradictions among the other ideas that are implied or assumed by the premises, either. It is a law of logic ("ex falso quodlibet") that, from inconsistent premises, any conclusion whatever can be drawn. Begging the Question / Petitio Principii: Using a premise that is merely a restatement of the conclusion, in support of that conclusion, or, a premise that contains the conclusion as an assumption. Also known as the vicious circle. Improper Force: A premise that asserts something is true of every member of the relevant group, or states that something is always true or true for everyone. Such broad generalizations are unlikely to be true. Hasty Generalization: An argument that generalizes from too few cases, or not the right kind of case. Premises Less Certain than Conclusion: To convince anyone of a certain conclusion, it must start from premises that are at least as sturdy as the conclusion. Arguments are truth-preserving, not truth-enhancing; an argument is only as good as its weakest link. Problems with Premise Relevance Non Sequitur: A step in the argument is simply irrelevant to the conclusion or does not follow from the previous step. Red Herring: A step in the argument or a bit of evidence that is irrelevant, but superficially appealing - a way of changing the subject illicitly. False Appeal to Authority / Ad Vericundiam: A premise that is to be accepted just because of its reliance on the word of an authority, when that authority is dubious (not a reliable expert who represents the best available knowledge), or not given, or the over-reliance on an authority even when that authority is likely sound. False Analogy: An argument based on the similarity of two cases that are not relevantly similar. Slippery Assimilation: Slippery Slope (below) involves an appeal to negative consequences; a slippery assimilation is a series of dubious analogies. Slippery assimilation happens when a certain idea is said to be just like another, slightly more implausible idea, and that, in turn, to a slightly more implausible idea, until a wildly implausible conclusion is reached. Special Pleading: Giving a biased, incomplete, or oversold version of the evidence for a certain conclusion on the grounds that the conclusion is a special case or is somehow exceptional in a way that exempts it from some of the the usual standards of argument. Polishing the apple: Overselling the evidence for a conclusion, when that evidence is in fact weak or dubious, usually in a way that flatters the hearer or advances the particular interests of the speaker. Appeal to Ignorance / Ad Ignorantium: Arguing that a certain conclusion must be true because it is not known to be false, or arguing that a certain conclusion must be false because it is not known to be true. Argument from Silence / Argumentum Ex Silentio: An argument is to be accepted or rejected simply because those who would disagree haven't said anything. Appeal to Popularity, or Mob Appeal / Ad Populum: Whatever the mass of people thinks is true, must be true; what the mass likes, is good. Also known as the bandwagon fallacy and the appeal to the gallery. (also, its converse: what the mass thinks, must be false.) Appeal to Common Sense / Ad Judicium: Another appeal to popularity, in which an argument is supported only because it appeals to our unexamined common sense, or to what "everybody knows." Appeal to Consequences: An argument or proposal is to be accepted because good things will happen if it is, or bad things will happen if it does not, when this does not touch directly on the validity of the argument or proposal. Slippery Slope: An argument that a certain thing should not be done, because it will lead inevitably to another slightly worse thing, and that will, in turn, lead to a slightly worse thing, until a really terrible conclusion is reached. Note: Slippery Slopes are not always false. Ad Hominem / "Argument to the man" / Personal Attack: A fallacious way of refuting another person's argument. The opponent's argument should be rejected just because that person is unworthy or bad in some way. Tu Quoque (Ad Hominem) / "You too": A version of the Ad Hominem fallacy, in which the opponent's argument is rejected because his own conduct or character is no better than the people he argues against. Attempt to show that an argument is false because it is given in bad faith. Also known as the appeal to hypocrisy. Ignoratio Elenchi: False Refutation, involving the substitution of a falsified, weakened, distracting, or simply incorrect (but superficially similar) version of an opponent's argument. Rhetorical sleight of hand. Straw Man: Refuting a deliberately weakened or distorted version of an opponent's argument, rather than their actual argument. Fallacies of Induction Biased Sample: The sample upon which we wish to generalize about the target population is insufficient or misleading. Three versions: Sample Too Small: There are not enough members of the sample to make a confident generalization. Faulty Causal: Asserting the existence of a causal relationship between to events when the evidence for this assertion is lacking. Has many variations: Post Hoc (ergo propter hoc): "First this, therefore because of this." To assume that, just because two events are correlated in time, that the prior event thereby causes the posterior. Confusion of Essence and Accident: To assume that some accidental feature or property of something essentially belongs to it, or vice versa; in other words, to assume that, because some member of a given kind has a particular property, all members of that kind do, too Ð or the opposite of this, ignoring features of a given kind that are, indeed, essential to it. Fallacy of Accident: To treat an accidental or specific property of a particular thing as though it were an essential property of everything of the same kind. [The classic example: the meat you bought yesterday was raw. Today you ate the meat, so today you ate raw meat. The false assumption is that, because some meat was once seen to be raw, all meat everywhere is always raw. A version of stereotyping: "I saw some black panhandlers. All panhandlers are black."] (Latin: argumentum a dicto simpliciter ad dictum secundum quid) Semi-attached Figure: The "red herring" of inductive reasoning. To produce a well-documented study of a statistical relation that doesn't have anything to do with what you want to prove, but seems to. Reification: To assume that an abstraction is real. For instance, just because the "average household" has 2.1 kids doesn't mean that there are any real households that have two whole kids and one-tenth of a kid left over. Or, just because a certain kind of test can give you an "I.Q." number - your performance on that test - doesn't mean that there is anything inside your brain that corresponds to your "I.Q." Untestability: The conclusion to an ostensibly "inductive" argument in fact can't be tested or verified at all. Inductive arguments must be checkable; if there is no real-world test that can verify or disprove an inductive argument, the argument is fallacious. Unrepeatability: A testable inductive hypothesis must submit of verification by others at different times and places. Limited Inductive Scope: The theory under consideration can only explain one particular effect in one corner of the universe, and not any others. This doesn't allow us to test the theory by altering independent variables and rechecking. A variant of Untestability. Limited Inductive Depth: Inductive explanatory theories which do not cogently refer to an underlying cause, but simply to the phenomena's membership in a class or genera. Spotlight Fallacy: The argument assumes that all phenomena of a relevant category are like the well-known or well-covered examples. Gambler's Fallacy: To believe that the likelihood of an occurence which is either random or whose probability isn't affected by the outcome of previous trials nevertheless increases from one trial to the next. As in a slot machine - to believe that, if a slot machine has not "hit" in some time, it is therefore "due" and can be expected to hit in the next few pulls. Similarly, to believe that "hot streaks" or "slumps" exist, wherein a slot machine (or a sports team) that has succeeded or failed frequently in the recent past will, for that reason alone, continue to do so. Texas Sharpshooter's Fallacy: To assume that random clusterings within a data set represent an underlying causal phenomenon, when in fact clusters are inevitable in a random distribution: a distribution that evenly covers a data space without bunches or clusters is not, in fact, random. (refers to a legendary texas sharpshooter who fired bullets into a wall and then circled the holes with bulls-eyes, allowing him to claim to be a shooter who never missed.) Confusion of Averages: Given an average, you must know what specific quantities are involved and how the average was produced: is it a mean (usual definition of average), a median (the value exactly in the middle), a mode (the most common value)? Faulty Syllogistic Reasoning Faulty Hypothetical/Causal Syllogisms: Misapplications of the modus ponens [If x is true, then y is also true; we know x is true; therefore y is true.] or the modus tollens [If x is true, then y is also true; we know that y is false; therefore x must also have been false] inference rules. Because x, the antecedent, implies or causes y, the consequent, doesn't imply anything else about the relation. It only means that, if x is given, y must follow, and if y was false, x cannot have been true. In other words, the truth of x guarantees the truth of y and the falsity of y guarantees the falsity of x. Two common errors: Affirming the Consequent: If x is true, then y is also true; we know y is true; therefore x is true also. False, because y could have been true for some other reason; the truth of the consequent doesn't guarantee the truth of the antecedent. Example:Denying the Antecedent: If x is true, then y is also true; we know x is false; therefore y is also false. False, because y's truth doesn't depend only on the truth of x; the consequent could be true for some other reason. Example: Faulty Categorical Syllogisms: A proper categorical syllogism has three terms (major: predicate of conclusion, minor: subject of conclusion, middle: mentioned twice in the premises) and two premises (major, containing major term, and minor, containing minor term). Rules for categorical syllogisms:* The middle term must be fully distributed in at least one premise (that is, one premise must assert or deny some property of every member of the set of things represented by the middle term). Fallacies of Immediate Inference: Confusion of Contrary and Contradictory: Confusing contrary pairs of terms or statements ("white" and "black", or "all trees have leaves" and "no trees have leaves") with contradictory pairs: ("white" and "nonwhite", or "all trees have leaves" and "some trees do not have leaves.") Pairs of contraries cannot both be true or both obtain simultaneously and in the same respect, but both can be false. Pairs of contradictories guarantee the opposite truth value to each member - if one is true, the other must be false, and vice-versa. |