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Ad
Hominem |
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An ad hominem argument, also known as argumentum ad
hominem (Latin: "argument to the person", "argument against the
man") consists of replying to an argument by attacking or appealing
to the person making the argument, rather than by addressing the
substance of the argument.
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You claim that this man is innocent, but you cannot
be trusted since you are a criminal as well.
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You feel that abortion should be legal, but I
disagree, because you are uneducated and poor.
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You can't believe Jack when he says there isn't any
God because he doesn't even have a job.
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Amphibology |
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Amphibology or amphiboly (from the Greek amphibolia) is, in logic, a verbal fallacy arising from ambiguity in the grammatical structure of a sentence.
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Teenagers shouldn't be allowed to drive. It's getting
too dangerous on the streets.
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I once shot an elephant in my pajamas.
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Dog for sale. Will eat anything. Especially fond of
children.
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At our drugstore, we dispense with accuracy!
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(Professor to student, on receiving a fifty-page term
paper): "I shall waste no time reading it."
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Appeal
to Authority |
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An appeal to authority or argument by authority is a type of argument in logic, consisting on basing the truth value of an otherwise unsupported assertion on the authority, knowledge or position of the person asserting it.
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"My teacher said so, therefore it must be
right."
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Something must be true because a war hero says it.
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Something must be true because it is in a sacred
text.
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Something must be true because there is a scientific
consensus.
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Appeal
to Consequences |
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Appeal to consequences is an argument that concludes a premise (typically a belief) to be either true or false based on whether the premise leads to desirable or undesirable consequences. This is based on an appeal to emotion and is considered to be a form of logical fallacy, since the appeal of a consequence does not address the truth value of the premise.
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"Atheism must be erroneous: it denies eternal
happiness after death."
- "Religion is the opiate of humanity: if it
were true, nobody would have free will."
- "Enron cannot be guilty: think of all the
shares our family owns."
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Appeal
to Emotion |
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Appeal to emotion is a logical fallacy which uses the manipulation of the listener's emotions, rather than valid logic, to win an argument. This kind of appeal to emotion is a type of red herring and encompasses several logical fallacies, including:
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Appeal to consequences
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Appeal to fear
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Appeal to flattery
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Appeal to pity
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Appeal to ridicule
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Appeal to spite
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Wishful thinking
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Appeal
to Fear |
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An appeal to fear is a logical fallacy in which a person attempts to create support for her or his idea by increasing fear and prejudice toward a competitor. The appeal to fear is extremely common in marketing and politics.
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"Nobody ever got fired for buying IBM"
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"If we don't introduce National ID cards, the terrorists have won."
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"If the defendant is acquitted, there will be riots. Therefore, he is guilty."
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"Believe in God or burn in Hell." (this also uses appeal to force)
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Appeal
to Flattery |
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Appeal to flattery is a logical fallacy in which a person uses flattery, excessive compliments, in an attempt to win support for their side.
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"Surely a man as smart as you can see this is a brilliant proposal." (so, if you don't, it means you are stupid)
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"I needed a beautiful woman to endorse my product, so naturally I thought of you." (so, if you don't accept, it means you're
ugly)
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Appeal
to Pity |
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An appeal to pity is a logical fallacy in which someone tries to win support for their argument or idea by exploiting their opponent's feelings of pity or guilt. The appeal to pity is a specific kind of appeal to emotion.
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"I hope you like my proposal. It took me six years to write and I don't know what I'd do if you rejected it."
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"I really deserve a raise. Unless I make more money I may lose my home."
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"I hope you find the defendant not guilty of embezzlement. Just look at the poor guy, he's in a wheelchair. Show some sympathy!"
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Begging
the Question |
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In logic, begging the question, also known as circular reasoning and by the Latin name petitio principii, is an informal fallacy found in many attempts at logical arguments. An argument which begs the question is one in which a premise presupposes the conclusion in some way. Such an argument is valid in the sense in which logicians use that term, yet provides no reason at all to believe its conclusion.
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"The Bible says God exists, and the Bible must
be right since it is the revealed word of God, so God exists."
Obviously enough, no one who doubts the conclusion has any reason to
accept the second premise, which presupposes it. This is, of course,
a blatant example meant solely to illustrate the fallacy; less
contrived instances may be much more subtle.
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A version of our first example that constitutes
circular reasoning in this strict sense would involve asserting both:
- The Bible tells me that faith in God is a good
basis for forming beliefs
- In general, what the Bible says is true
- Therefore, faith in God is a good basis for
belief
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- Faith in God is a good basis for forming beliefs
- My faith in God tells me that, in general, what
the Bible says is true
- Therefore, in general, what the Bible says is
true.
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Fallacy
of the Accident |
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The logical fallacy of accident, also called destroying the exception, is a deductive fallacy occurring in statistical syllogisms (an argument based on a generalization) when an exception to the generalization is ignored.
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Fallacy
of the Single Cause |
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The fallacy of the single cause, also known as joint effect or causal oversimplification, is a logical fallacy of causation that occurs when 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.
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Often after a tragedy it is asked, "What was the cause of this?" Such language implies that there is one cause, when instead there were probably a large number of contributing factors. However, having produced a list of several contributing factors, it may be worthwhile to look for the strongest of the factors, or a single cause underlying several of them.
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Generalization |
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Generalization is a foundational element of logic and human reasoning. It is the essential basis of all valid deductive inference.
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The concept of generalization has broad application in many related disciplines, sometimes having a specialized context-specific meaning.
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Hasty
Generalization |
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Hasty generalization, also known as fallacy of insufficient statistics, fallacy of insufficient sample, fallacy of the lonely fact, leaping to a conclusion, hasty induction, law of small numbers, unrepresentative sample,
is the logical fallacy of reaching an inductive generalization based on too little evidence. It commonly involves basing a broad conclusion upon the statistics of a survey of a small group that fails to sufficiently represent the whole population.
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"I loved the hit song, therefore I'll love
the album it's on". Fallacious because the album might have
one good song and lots of filler.
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"This Web site looks OK to me on my computer;
therefore, it will look OK on your computer, too". Fallacious
because different computers may present content differently.
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"I got into a fight with a bunch of Asians
today. They all knew 10 Animal Huo style Kung Fu. This means that
all Asians know 10 Animal Huo style Kung Fu."
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Irrelevant
Conclusion |
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Irrelevant conclusion is the logical fallacy of presenting an argument that may in itself be valid, but which proves or supports a different proposition than the one it is purporting to prove or support.
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A red herring is a deliberate attempt to change the
subject or divert the argument from the real question at issue;
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For instance, “Senator Jones should not be held
accountable for cheating on his income tax. After all, there are
other senators who have done far worse things.” Another example
“I should not pay a fine for reckless driving. There are many
other people on the street who are dangerous criminals and rapists,
and the police should be chasing them, not harassing a decent
tax-paying citizen like me.”
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Baseball player Mark McGwire just retired. Clearly,
he will end up in the Hall of Fame. After all, he's such a nice guy,
and he gives a lot of money to all sorts of charities. (Friendliness
and charity are not qualifications for induction into the Hall of
Fame, therefore they do not support the conclusion.)
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Non
Sequitur |
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A non sequitur is a conversational and literary device, often used for comical purposes (as opposed to its use in formal logic). It is a comment which, due to its lack of meaning relative to the comment it follows, is absurd to the point of being humorous or confusing. Its use can be deliberate or unintentional. Literally, it is Latin for "it does not follow."
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A good example of this device can be seen in an episode of the Micallef Programme which features a game show segment called Non-Sequitur Family Feud. The presenter asks the question "Name ten things you plug in", to which the contestant answers correctly with a list of ten random phrases, including mules, Lewis Carroll, 1832 and "I like butterscotch".
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The non sequitur can be understood as the converse of cliché. To illustrate: in theatre, traditional comedy and drama depend on the ritualization—that is, the predictability—of human emotional experiences. In contrast, the theatre of the absurd depends upon the disjunction—that is, the unpredictability—of that experience. Predictability in its most extreme form is cliché; unpredictability, then, expresses itself most naturally as non sequitur.
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Blog on non sequitur
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Overwhelming
Exception |
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An overwhelming exception is a logical fallacy similar to a hasty generalization. It is a generalization which is accurate, but comes with one or more qualifications which eliminate so many cases that what remains is much less impressive than the initial statement might have led one to assume.
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"Our foreign policy has always helped other countries, except of course when it is against our National Interest..." (The false implication is that our foreign policy always helps other countries).
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"All right, but apart from the sanitation, the medicine, education, wine, public order, irrigation, roads, a fresh water system, and public health, what have the Romans ever done for us?" (The attempted implication (fallaciously false in this case) is that the Romans did nothing for us). This is a quotation from Monty Python's Life of Brian.
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Proof
by Verbosity |
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Proof by verbosity is a term used to describe an excessively verbose mathematical proof that may or may not actually prove the result. Such proofs are most often presented by students who don't fully grasp the concepts they are writing about. Students presenting such proofs often either hope to hide their lack of understanding or are uncertain how extensive their proof is expected to be.
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Proof by verbosity should not be confused with proof by exhaustion, the latter being a valid form of proof. The difference lies in that a proof by exhaustion is used when a number of dissimilar cases must be independently proven, whereas a proof by verbosity tends to be repetitive, with many overlapping proofs for specific cases of a more general problem.
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Slippery Slope |
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It suggests that an action will initiate a chain of
events culminating in an undesirable event later. The argument is
sometimes referred to as the thin end of the wedge or the camel's
nose. The slippery slope can be valid or fallacious.
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An effective procedure for checking whether a propositional formula is a tautology or not is by means of truth tables.
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Slippery slope can also be used as a retort to the
establishment of arbitrary boundaries or limitations. For example,
one might argue that rent prices must be kept to $1,000 or less a
month to be affordable to tenants in an area of a city. A retort
invoking the slippery slope could go in two different directions:
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Once such price ceilings become accepted, they could
be slowly lowered, eventually driving out the landlords and
worsening the problem.
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If a $1,000 monthly rent is affordable, why isn't
$1,025 or $1,050? By lumping the tenants into one abstract entity,
the argument renders itself vulnerable to a slippery slope argument.
A more careful argument in favor of price ceilings would
statistically characterize the number of tenants who can afford
housing at various levels based on income and choose a ceiling that
achieves a specific goal, such as housing 80% of the working
families in the area.
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Tautology |
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In logic, a tautology is a statement containing more than one sub-statement, that is true regardless of the truth values of its parts. For example, the statement "Either all crows are black, or not all of them are", is a tautology, because it is true no matter what color crows are.
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An effective procedure for checking whether a propositional formula is a tautology or not is by means of truth tables.
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As an efficient procedure, however, truth tables are constrained by the fact that the number of logical interpretations (or truth-value assignments) that have to be checked increases as 2k, where k is the number of variables in the formula. Algebraic, symbolic, or transformational methods of simplifying formulas quickly become a practical necessity to overcome the "brute-force", exhaustive search strategies of tabular decision procedures.
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