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tautologous

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tautologous
tautologous, a. (tɔːˈtɒləgəs) [f. Gr. ταὐτολόγ-ος repeating what has been said (f. ταὐτό the same + -λογος saying, f. λέγειν to say) + -ous.] = tautological 1.1714 J. Fortescue-Aland Pref. Fortescue's Abs. & Lim. Mon. 67 The County of Devon, in the old way of Speaking..called the County of Devonshir... Oxford English Dictionary
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Self Contradictory or tautologous Biconditionals If I have a statement, i.e., (G → ∼Q) ↔ ∼(Q • G), would it be accurate to call this statement self-contradictory? On the left side, it is not the case that Q is true ...
You have mis-translated the right-hand expression (assuming the dot operator is 'and'). The expression does NOT mean 'G and Q are both false', it means 'G and Q are not both true'. So, for example, that expression will be true when G is true and Q is false - which incidentally also makes the left-ha...
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Tarbolton
from Old Gaelic tor, modern Gaelic tòrr, (where the Old English word is derived from, and baile "village, usually Bally- in Irish place-names, with the tautologous wikipedia.org
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EXCESS crossword clue - All synonyms & answers
excess 11 letter words. dispensable dissipation drunkenness enhancement enlargement exorbitance exorbitancy heightening huckstering hyperbolism hypertrophy impropriety inordinance lack of claim overbalance overflowing overmeasure overrunning prodigality profuseness superfluity superfluous superiority superlative swinishness tautologous too ...
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Moidart
mud, and the Norse suffix -art, derived from fjord; the whole name thus means muddy loch, and refers to Loch Moidart in particular (whose name is thus tautologous wikipedia.org
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biconditionals and tautologies Is a biconditional necessarily a tautology? For instance, in the proposition (K--->N) iff (N--->K), "iff" is a type of equivalence, correct? So, if a tautology is also an equivalence, th...
A biconditional, say, $K \longleftrightarrow N\equiv (K \rightarrow N) \land (N\rightarrow K)$ is true only when both $K$ and $N$ are true, or when both $K$ and $N$ are false. However if one is true and the other false, the biconditional is not true. Hence, it is not true for all truth-value assignm...
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Eas Fors
The name is tautologous: eas is Gaelic for waterfall, and fors or foss is also Norse for waterfall, so "Eas Fors" means "waterfall waterfall." wikipedia.org
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Propositional Logic, Resolution - derived tautology from 2 clauses of cardinality 3... I have 2 clauses of cardinality 3 $$(a \lor b \lor c)\land(a \lor \lnot b \lor\lnot c)$$ or, in set notation $$\\{a, b, c\\}, \...
$b$, the result is $\\{a,c,\neg c\\}$, which is indeed a tautology, since whether $c$ is true or false, this clause will always be satisfied: it is a tautologous Likewise, if you resolve on $c$, the result is $\\{a , b , \neg b\\}$, which is a tautologous clause as well.
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Trivial representation
Although the trivial representation is constructed in such a way as to make its properties seem tautologous, it is a fundamental object of the theory. wikipedia.org
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tautological
tautological/ˌtɔ:təˈlɔdʒɪkl; ˌtɔtl`ɑdʒɪkl/, tautologous / tɔ:ˈtɔləgəs; tɔ`tɑləɡəs/ adjs. 牛津英汉双解词典
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History of topos theory
It is almost tautologous to say that the subsets of a given set X are the same as (just as good as) the functions on X to any such given two-element set wikipedia.org
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tautology
tautology (tɔːˈtɒlədʒɪ) [ad. late L. tautologia (c 350 in Mar. Plotin. Sacerd.), a. Gr. ταὐτολογία, f. ταὐτολόγος: see tautologous; in F. tautologie.] a. A repetition of the same statement. b. The repetition (esp. in the immediate context) of the same word or phrase, or of the same idea or statement... Oxford English Dictionary
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Contradiction
a consistent system will yield only tautologous formulas. This way, the property of "being tautologous" is described—without reference to a model or an interpretation. wikipedia.org
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Chronosophy
We must conclude that the proposal of the possibility of timeless knowledge is both necessary and senseless, a conceptual counterpart to the tautologous wikipedia.org
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Solvability of $x^q=2\mod p$ I've been discussing a problem recently Let $p, q$ be primes. If $x^q\equiv2\pmod p$ has no solution then $p\equiv1\pmod q.$ This is not a bi-equivalence (though it is "nearly" one): the...
However, a simple condition that is not essentially tautologous may be hard to find.
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