Movatterモバイル変換


[0]ホーム

URL:


Jump to content
WikipediaThe Free Encyclopedia
Search

Illicit minor

From Wikipedia, the free encyclopedia
Type of formal fallacy in syllogism
AnEuler diagram showing an illicit minor, where the setA is asubset of bothB andC, butB is not a subset ofC.

Illicit minor is aformal fallacy committed in acategorical syllogism that isinvalid because itsminor term isundistributed in theminor premise.

This fallacy has the followingargument form:

All A are B.
All A are C.
Therefore, all C are B.

Example:

All cats are felines.
All cats are mammals.
Therefore, all mammals are felines.

The minor term here ismammal, which is not distributed in theminor premise "All cats are mammals", because this premise is only defining a property ofpossibly some mammals (i.e., that they'recats.) However, in the conclusion "All mammals are felines", mammalis distributed (it is talking aboutall mammals being felines). It is shown to be false by anymammal that is not afeline; for example, adog.

Example:

Pie is good.
Pie is unhealthy.
Thus, all good things are unhealthy.

See also

[edit]
This article was originally based on material from theFree On-line Dictionary of Philosophy, which islicensed under theGFDL.


Commonfallacies (list)
Formal
Inpropositional logic
Inquantificational logic
Syllogistic fallacy
Informal
Equivocation
Question-begging
Correlative-based
Illicit transference
Secundum quid
Faulty generalization
Ambiguity
Questionable cause
Appeals
Consequences
Emotion
Genetic fallacy
Ad hominem
Otherfallacies
of relevance
Arguments


Stub icon

Thislogic-related article is astub. You can help Wikipedia byexpanding it.

Retrieved from "https://en.wikipedia.org/w/index.php?title=Illicit_minor&oldid=1301209507"
Categories:
Hidden categories:

[8]ページ先頭

©2009-2025 Movatter.jp