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bijective

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bijective [baɪˈdʒɛktɪv]
adj
(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
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If the mapping defined in case of homomorphism is bijective from algebraic automata SCEA1 to SCEA2 then it is called an isomorphism and the automata are said to be isomorphic.
Refinement in formal proof of equivalence in morphisms over strongly ... by Zafar, Nazir Ahmad; Hussain, Ajmal; Ali, Amir / Journal of Software Engineering and Applications (JSEA)
The Hohenberg-Kohn theorem The SE gives the map C : V [right arrow] [PSI], Where [PSI] is the ground state and C is bijective (one-to-one correspondence), because to every V we can compute the corresponding [PSI] from SE and two different V and V' (differing by more than a constant) give two different [PSI], because if V and V' gave the same [PSI], then by substracting [?
Density functional theory calculations using the finite element ... by Certik, Ondrej; Vackar, Jiri; Plesek, Jiri / Proceedings of the Estonian Academy of Sciences
2005) Physique statistique des surfaces aleatoires et combinatoire bijective des cartes planaires.
The continuous limit of large random planar maps by Le Gall, Jean-Francois / DMTCS Proceedings
 
 
 
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