No True Scotsman icon

No True Scotsman

informal Fallacy

The no true Scotsman fallacy occurs when someone modifies a universal claim to exclude a counterexample, rather than accepting that the original claim was too broad. It involves an ad hoc redefinition of a group or category to protect a sweeping generalization from legitimate criticism.

Example of No True Scotsman

  • Person A: "No Scotsman puts sugar on his porridge." Person B: "But my uncle Angus is a Scotsman and he puts sugar on his porridge." Person A: "Well, no true Scotsman puts sugar on his porridge." Rather than accepting the counterexample, Person A redefines "Scotsman" to exclude anyone who doesn't fit the original claim.
  • Person A: "All real programmers love working overtime." Person B: "I'm a programmer and I hate working overtime." Person A: "Then you're not a real programmer." Instead of accepting that not all programmers love overtime, Person A shifts the definition of 'real programmer' to exclude the counterexample.

This is a common fallacy

No True Scotsman

Extended Explanation

The No True Scotsman Fallacy is a form of informal logical fallacy in which someone attempts to protect a universal generalization from a counterexample by changing or narrowing the definition of the group in question. Rather than accepting that their original claim was too broad, the person redefines the category to exclude the inconvenient example. The fallacy was identified and named by philosopher Antony Flew in 1975, who illustrated it with the following scenario: A Scotsman reads about a crime in the newspaper and declares, "No Scotsman would do such a thing." When shown that the perpetrator was indeed Scottish, rather than accepting this counterexample, he responds, "Well, no true Scotsman would do such a thing."

The core problem with this fallacy is the ad hoc redefinition of terms. The original claim is presented as applying to all members of a group. When a counterexample is raised, the speaker retroactively narrows the definition of the group to exclude the counterexample, effectively making the claim unfalsifiable. This is logically invalid because the revised definition has no independent justification—it exists solely to protect the original generalization.

The No True Scotsman Fallacy is common in everyday debates and discussions, particularly when people are defending idealized views of groups they identify with. For example, members of a political party might claim that no one in their party supports a controversial policy, and when shown a member who does, they respond that the person is not a "true" member of the party. Recognizing this fallacy is important for constructive discourse: when a counterexample challenges a universal claim, the honest response is to revise the claim rather than redefine the group.

Books About Logical Fallacies

A few books to help you get a real handle on logical fallacies.

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