Sentence examples for bijective function from inspiring English sources
A bijective function f: B → S between block set B and S-box set S, is built.
A linear arrangement ϕ of an undirected graph G = (V, E) with ∣V∣ = n nodes is a bijective function ϕ:V → {0, … , n − 1}.
A bijective function is said to be a permutation.
where G is an increasing bijective function, and (4).
Theorem 2.3: Define a bijective function such that, with.
where is an increasing bijective function, and (15).
We also show 8-round impossible differentials for 3-line GFNs with bijective functions.
where, H are two increasing bijective functions, and (56).
The symmetric group on a finite set X is the group whose elements are all bijective functions from X to X and whose group operation is that of function composition.
and for is the piecewise linear and continuous function with nodes satisfying for all and From this Schauder basis we define the usual Schauder basis for We consider the bijective mapping ( denotes integer part) given by (2.2). and take, for each with, (2.3).
A corollary is the bounded inverse theorem, that a continuous and bijective linear function from one Banach space to another is an isomorphism (that is, a continuous linear map whose inverse is also continuous).
