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heterological paradox - ترجمة إلى الروسية
SELF-REFERENTIAL PARADOX: IS THE WORD “HETEROLOGICAL” (DEFINED AS REFERRING TO A WORD THAT DOES NOT DESCRIBE ITSELF) HETEROLOGICAL?
Weyl's paradox; Weyl's Paradox; Blardy; Grelling's paradox; Grelling paradox; Grellings paradox; Weyl paradox; Grelling-Nelson paradox; Heterological predicate
heterological paradox
математика
гетерологический парадокс
voting paradox
MARQUIS DE CONDORCET'S OBSERVATION REGARDING TIMES WHEN VOTERS' COLLECTIVE PREFERENCES ARE CYCLIC, EVEN WHEN VOTERS' INDIVIDUAL PREFERENCES ARE NOT
Condorcet's paradox; Preference cycling; Condorcet voting paradox; Voting paradoxes; Condorcet's voting paradox; Condorcet axiom; Voting paradox; Condorcet cycle
математика
парадокс при голосовании
liar paradox
STATEMENT OF A LIAR WHO STATES THAT THEY ARE LYING: FOR INSTANCE, DECLARING THAT "I AM LYING" OR "EVERYTHING I SAY IS FALSE"
Liar's paradox; Liar Paradox; Eubulides' paradox; This statement is false; This sentence is false; I am lying; Liar's Paradox; Lair Paradox; Pseudomenon; Liar logic; Liar Logic; The liar paradox; Epimenides sentence; Liar's parado; Liar’s paradox; Eublides paradox; Antinomy of the liar
математика
парадокс лжеца
تعريف
liar paradox
<philosophy> A sentence which asserts its own falsity,
e.g. "This sentence is false" or "I am lying". These
paradoxical assertions are meaningless in the sense that there
is nothing in the world which could serve to either support or
refute them. Philosophers, of course, have a great deal more
to say on the subject.
["The Liar: an Essay on Truth and Circularity", Jon Barwise
and John Etchemendy, Oxford University Press (1987). ISBN
0-19-505944-1 (PBK), Library of Congress BC199.P2B37 ].
(1995-02-22)
ويكيبيديا
Grelling–Nelson paradox
The Grelling–Nelson paradox is an antinomy, or a semantic self-referential paradox, concerning the applicability to itself of the word "heterological", meaning "inapplicable to itself". It was formulated in 1908 by Kurt Grelling and Leonard Nelson, and is sometimes mistakenly attributed to the German philosopher and mathematician Hermann Weyl. It is thus occasionally called Weyl's paradox and Grelling's paradox. It is closely related to several other well-known paradoxes, in particular, the barber paradox and Russell's paradox.
