We give in this paper a convergence result concerning parallel asynchronous algorithm with bounded delays to solve a nonlinear fixed point problems. This result is applied to calculate the solution of a strongly monotone operator. Special cases of these operators are used to solve some problems related to convex analysis like minimization of functionals, calculus of saddle point and variational inequality problem.
Some Refinements of Discrete Jensen's Inequality and Some of Its Applications
Multi-Adaptive Galerkin Methods for ODEs II: Implementation and Applications
Efficient sum-of-exponentials approximations for the heat kernel and their applications
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