Sentence examples for a bijective function from from inspiring English sources

Note that a bijective function from a set to itself is also called a permutation [32].

A clique tree of a chordal graph H is a pair (T, B) where (i) T is a tree, (ii) B is a bijective function from vertices of T to maximal cliques of H, and (iii) for every vertex v∈ H, the set of all vertices x of T where v∈ B x) induces a subtree in T. Property (iii) is called coherence.

A match of pattern Q in a graph G is a subgraph (G_s) of G that is isomorphic to Q, i.e., there exists a bijective function h from (V_Q) to the set of nodes of (G_{s}) such that (a) for each node (u in V_Q), (L_Q u) = L(h u))), and (b) ((u, u')) is an edge in Q if and only if ((h u), h u'))) is an edge in (G_{s}).

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.

Theorem 2.3: Define a bijective function such that, with.

The BS transmitter precodes successive pairs of symbols, using a bijective function.

A function from (mathcal {C}) to (mathcal {D}) denoted (mathrm {t}: mathcal {C} rightarrow mathcal {D}) is a bijective function if and only if it is both one-to-one and onto.

A value mapping function is a bijective function Open image in new window in which M≥1 s.t.

Since α-generator is a bijective function, it maps all complex numbers without zero to the set of values.