What is another word for Sorites?

Pronunciation: [sˈɔːɹa͡ɪts] (IPA)

A sorites is a logical argument that involves a series of premises leading to a final conclusion. Sometimes referred to as a heap paradox, this type of reasoning is commonly used in philosophy and mathematics. Synonyms for sorites include chain reaction, logical progression, and domino effect. A similar term is syllogism, which is a deductive argument consisting of a major premise, a minor premise, and a conclusion. Other related terms include dilemma, argumentation, and inference. Regardless of the terminology used, the key to successfully constructing a sorites lies in carefully choosing and linking together the various premises to create a valid and sound argument.

What are the hypernyms for Sorites?

A hypernym is a word with a broad meaning that encompasses more specific words called hyponyms.

Usage examples for Sorites

Such a Set, with the last Conclusion tacked on, is called a 'Sorites'; the original Set of Propositions is called its 'Premisses'; each of the intermediate Conclusions is called a 'Partial Conclusion' of the Sorites; the last Conclusion is called its 'Complete Conclusion,' or, more briefly, its 'Conclusion'; the Genus, of which all the Terms are Species, is called its 'Universe of Discourse', or, more briefly, its 'Univ.
"Symbolic Logic"
Lewis Carroll
Hence the original Set, with this tacked on, is a Sorites; the original Set is its Premisses; the Proposition "All h are d" is its Conclusion; the Terms a, b, c, e are its Eliminands; and the Terms d and h are its Retinends.
"Symbolic Logic"
Lewis Carroll
Hence we may write the whole Sorites thus:- "No a are b'; All b are c; All c are d; No e' are a'; All h are e'.
"Symbolic Logic"
Lewis Carroll

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