# bijective

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Related to bijective: Injective function

## bijective

(baɪˈdʒɛktɪv)
(Mathematics) maths (of a function, relation, etc) associating two sets in such a way that every member of each set is uniquely paired with a member of the other: the mapping from the set of married men to the set of married women is bijective in a monogamous society.
Translations
bijektiv
References in periodicals archive ?
His topics include the q-binomial theorem, Heine's transformation, the Jacobi triple product identity, the Rogers-Fine identity, Bailey chains, WP-Bailey pairs and chains, further results on Bailey/WP-Bailey pairs and chains, bijective proofs of basic hypergeometric identities, q-continued fractions, Lambert series, and mock theta functions.
A mapping f : X [right arrow] Y is said to be a neutrosophic homeomorphism if f is bijective, neutrosophic continuous and neutrosophic open.
Bijective mapping between nodes on the receiver end and units on the sender end are applied in interpolation method.
Indeed, it is easy to see that the family of bijective linear functions [R.
is knows as a fuzzy magic graph if there exist two bijective functions (Eq.
Then we shall give a bijective proof the following theorem.
In order to prove the map is bijective, we only need to prove the map f is injective.
A weak isomorphism f: H [right arrow] K between two SVNHGs H = (X, E, R) and K = (Y, F, S) is a bijective mapping f: X [right arrow] Y, which satisfies f is homomorphism, such that:
The first part uses arguments with generating functions while the second part presents bijective proofs for the sets of permutations counted by Motzkin numbers.
In Section 3, we look at bijective linear preservers of ([epsilon], I)-rank for all matrices over commutative antinegative semirings.
Then, f is called an orthomorphism if both f (x) and g(x) = f (x) [direct sum] x are bijective.
Conversion from color to grayscale is a lossy image procedure, as there is usually no way of having a bijective mapping between three channel values and single channel ones (of course there is also the case of images with low number of colors but these are an exception).
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