Add to ORKGHere we consider a general approximation-solvability scheme involving A-regular operators-a generalization of A-proper operators--introduced and studied by Petryshyn [1) and further studied by Milojevic\u27 [2], Petryshyn [3], and others. Among significant applications, A-regular version of the Petryshyn theorem is given
In this paper the approximation-solvability of nonlinear operator equations involving φ-pseudo-monot...
Based on the demiregular convergence theory of the operator equations involving strongly monotone op...
Based on the demiregular convergence theory of the operator equations involving strongly monotone op...
Here we consider a general approximation-solvability scheme involving A-regular operators-a generali...
Here we consider a general approximation-solvability scheme involving {A figure is presented}-regula...
Here we consider a general approximation-solvability scheme involving {A figure is presented}-regula...
Result on the inner approximation-solvability are generalized to the case of uniformly phi-monotone ...
Result on the inner approximation-solvability are generalized to the case of uniformly phi-monotone ...
Results on the inner approximation-solvability are generalized to the case of uniformly phi-monotone...
Results on the inner approximation-solvability are generalized to the case of uniformly ø-monotone o...
In this paper the approximation-solvability of nonlinear operator equations involving phi-pseudo-mon...
In this paper the approximation-solvability of nonlinear operator equations involving phi-pseudo-mon...
AbstractIn this paper the approximation-solvability of nonlinear operator equations involving φ-pseu...
In this paper the approximation-solvability of nonlinear operator equations involving φ-pseudo-monot...
AbstractIn this paper the approximation-solvability of nonlinear operator equations involving φ-pseu...
In this paper the approximation-solvability of nonlinear operator equations involving φ-pseudo-monot...
Based on the demiregular convergence theory of the operator equations involving strongly monotone op...
Based on the demiregular convergence theory of the operator equations involving strongly monotone op...
Here we consider a general approximation-solvability scheme involving A-regular operators-a generali...
Here we consider a general approximation-solvability scheme involving {A figure is presented}-regula...
Here we consider a general approximation-solvability scheme involving {A figure is presented}-regula...
Result on the inner approximation-solvability are generalized to the case of uniformly phi-monotone ...
Result on the inner approximation-solvability are generalized to the case of uniformly phi-monotone ...
Results on the inner approximation-solvability are generalized to the case of uniformly phi-monotone...
Results on the inner approximation-solvability are generalized to the case of uniformly ø-monotone o...
In this paper the approximation-solvability of nonlinear operator equations involving phi-pseudo-mon...
In this paper the approximation-solvability of nonlinear operator equations involving phi-pseudo-mon...
AbstractIn this paper the approximation-solvability of nonlinear operator equations involving φ-pseu...
In this paper the approximation-solvability of nonlinear operator equations involving φ-pseudo-monot...
AbstractIn this paper the approximation-solvability of nonlinear operator equations involving φ-pseu...
In this paper the approximation-solvability of nonlinear operator equations involving φ-pseudo-monot...
Based on the demiregular convergence theory of the operator equations involving strongly monotone op...
Based on the demiregular convergence theory of the operator equations involving strongly monotone op...