Sunday, June 15, 2008

Fallacies

Formal fallacies

Formal fallacies are arguments that are fallacious due to an error in their form or technical structure. All formal fallacies are specific types of non sequiturs.

  • Appeal to probability: because something could happen, it is inevitable that it will happen. This is the premise on which Murphy's Law is based.
  • Argument from fallacy: if an argument for some conclusion is fallacious, then the conclusion must necessarily be false.
  • Bare assertion fallacy: premise in an argument is assumed to be true purely because it says that it is true.
  • Base rate fallacy: using weak evidence to make a probability judgment without taking into account known empirical statistics about the probability.
  • Conjunction fallacy: assumption that specific conditions are more probable than a single general one.
  • Correlative based fallacies
  • Fallacy of necessity: a degree of unwarranted necessity is placed in the conclusion based on the necessity of one or more of its premises
  • False dilemma (false dichotomy): where two alternative statements are held to be the only possible options, when in reality there are several
  • If-by-whiskey: An answer that takes side of the questioner's suggestive question
  • Ignoratio elenchi (irrelevant conclusion or irrelevant thesis)
  • Homunculus fallacy: where a "middle-man" is used for explanation, this usually leads to regressive middle-man explanations without actually explaining the real nature of a function or a process
  • Masked man fallacy: the substitution of identical designators in a true statement can lead to a false one
  • Naturalistic fallacy: a fallacy that claims that if something is natural, then it is "good" or "right"
  • Nirvana fallacy: when solutions to problems are said not to be right because they are not perfect
  • Negative proof fallacy: that because a premise cannot be proven true, that premise must be false
  • Package-deal fallacy: when two or more things have been linked together by tradition or culture are said to stay that way forever

Propositional fallacies

Propositional fallacies:

Quantificational fallacies

Quantificational fallacies:

  • Existential fallacy: an argument has two universal premises and a particular conclusion, but the premises do not establish the truth of the conclusion
  • Illicit conversion: the invalid conclusion that because a statement is true, the inverse must be as well
  • Proof by example: where things are proved by giving an example

Formal syllogistic fallacies

Syllogistic fallacies are logical fallacies that occur in syllogisms.

Informal fallacies

Informal fallacies are arguments that are fallacious for reasons other than structural ("formal") flaws.

Faulty generalizations

Faulty generalizations:

Red herring fallacies

A red herring is an argument, given in response to another argument, which does not address the original issue. See also irrelevant conclusion

Conditional or questionable fallacies

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