congruence στο γαλλικό λεξικό Oxford-Hachette

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congruence

congruence στο λεξικό PONS

Αμερικανικά Αγγλικά

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Αγγλικά
All the results prior to the theorem above made use of some form of permutability of congruences.
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From early in the development of attachment theory there was criticism of the theory's lack of congruence with various branches of psychoanalysis.
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He also introduced some basic notation (congruences) and devoted a section to computational matters, including primality tests.
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In universal algebra and equational theory, the methods of term rewriting, congruence closure and unification are used to attempt to decide satisfiability.
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Whenever we take the quotient of a commutative semigroup by a congruence, we get another commutative semigroup.
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By the definition of congruence, for some integer.
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In the case of a timelike "geodesic" congruence, the last term vanishes identically.
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Switching from combinatorics to algebra, both sides of this congruence are polynomials in "a" for each fixed value of "b".
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This is not a geodesic congruence; rather, each observer in this family must maintain a "constant acceleration" in order to hold his course.
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The theorem of quadratic reciprocity (which he had first succeeded in proving in 1796) relates the solvability of the congruence to that of.
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