Sentence examples for be a fixed contractive from inspiring English sources

Consider the iterative method that generates the sequence by the algorithm where and are two sequences satisfying certain conditions, denotes the resolvent for, and let be a fixed contractive mapping.

Let (f : L^{2}(Omega)rightarrow L^{2}(Omega)) be a fixed contractive mapping with coefficient (k in (0,1)) and (T: L^{2}(Omega) rightarrow L^{2}(Omega)) be a strongly positive linear bounded operator with coefficient (overline{gamma}).

Let (f : E rightarrow E) be a fixed contractive mapping with coefficient (k in (0,1)), (T: E rightarrow E) be a strongly positive linear bounded operator with coefficient (overline{gamma}) and (U : E rightarrow E) be a nonexpansive mapping.

Let (f : Erightarrow E) be a fixed contractive mapping with coefficient (k in 0,1)) and (T: E rightarrow E) be any strongly positive linear bounded operator with coefficient γ̅.

Let (f : H_{L}^{1}(Omega) rightarrow H_{L}^{1}(Omega)) be a fixed contractive mapping with coefficient (k in (0,1)), (T: H_{L}^{1}(Omega) rightarrow H_{L}^{1}(Omega)) be a strongly positive linear bounded operator with coefficient (overline{gamma}).

Let (f: Xrightarrow X) be a fixed contractive mapping with coefficient (k in 0,1)) and (W_{i}: X rightarrow X) be (mu_{i} -strictly pseudo-contractive mu_{i} -strictlymma_{i})-strongly accretive mappings with (mu_{i}+gamma_{i} > 1) for (iin N).

where is a fixed contractive mapping.

Let f : H 1 → H 1 be a contractive mapping with contractive constant k ∈ ( 0, 1 ).

Let be a weakly contractive mapping.

Let be a function of contractive factor.

Let U : H 1 → H 1 be a pseudo-contractive mapping with Lipschitzian constant L and T : H 2 → H 2 be a quasi-nonexpansive mapping with nonempty Fix ( U ) = C and Fix ( T ) = Q.