© 2003 Plenum Publishing CorporationIn this paper, we provide a state-of-the-art survey of some recent methods in nonlinear operator approximation theory and its applications. We give existence theorems for approximating operators. and discuss corresponding numerical schemes. The new results are natural but very specific extensions of known techniques to the so-called realistic operator approximation.Phil Howlett, Charles Pearce and Anatoli Torokht
Based upon an external approximation scheme for the underlying Banach space, a nonlinear operator eq...
Regular operator approximation theory, based on the work of Anselone and Lei (1986), is generalized ...
Regular operator approximation theory, based on the work of Anselone and Lei (1986), is generalized ...
In this paper the approximation-solvability of nonlinear operator equations involving φ-pseudo-monot...
In this paper the approximation-solvability of nonlinear operator equations involving φ-pseudo-monot...
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 phi-pseudo-mon...
AbstractIn this paper the approximation-solvability of nonlinear operator equations involving φ-pseu...
AbstractWe study a nonlinear operator equation and obtain a sequence of approximate solutions by ext...
AbstractThe Padé approximation problem in operator theory and its solution will be repeated briefly ...
The original publication is available at www.springerlink.comWe present a new approach to the approx...
AbstractSupposeEis a realreflexiveBanach space andT:D(T)⊂E→Eis alocally Lipschitzian m-accretive ope...
Regular operator approximation theory, based on the work of Anselone and Lei (1986), is generalized ...
Regular operator approximation theory, based on the work of Anselone and Lei (1986), is generalized ...
Based upon an external approximation scheme for the underlying Banach space, a nonlinear operator eq...
Regular operator approximation theory, based on the work of Anselone and Lei (1986), is generalized ...
Regular operator approximation theory, based on the work of Anselone and Lei (1986), is generalized ...
In this paper the approximation-solvability of nonlinear operator equations involving φ-pseudo-monot...
In this paper the approximation-solvability of nonlinear operator equations involving φ-pseudo-monot...
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 phi-pseudo-mon...
AbstractIn this paper the approximation-solvability of nonlinear operator equations involving φ-pseu...
AbstractWe study a nonlinear operator equation and obtain a sequence of approximate solutions by ext...
AbstractThe Padé approximation problem in operator theory and its solution will be repeated briefly ...
The original publication is available at www.springerlink.comWe present a new approach to the approx...
AbstractSupposeEis a realreflexiveBanach space andT:D(T)⊂E→Eis alocally Lipschitzian m-accretive ope...
Regular operator approximation theory, based on the work of Anselone and Lei (1986), is generalized ...
Regular operator approximation theory, based on the work of Anselone and Lei (1986), is generalized ...
Based upon an external approximation scheme for the underlying Banach space, a nonlinear operator eq...
Regular operator approximation theory, based on the work of Anselone and Lei (1986), is generalized ...
Regular operator approximation theory, based on the work of Anselone and Lei (1986), is generalized ...