Strong convergence of modified Noor iterations.
Strong convergence theorem by a new hybrid method for equilibrium problems and relatively nonexpansive mappings.
Strong convergence theorems for infinite families of nonexpansive mappings in general Banach spaces.
Strong convergence theorems of viscosity iterative methods for a countable family of strict pseudo-contractions in Banach spaces.
Strong rank revealing Cholesky factorization.
Strong superconvergence of finite element methods for linear parabolic problems.
Strong Underrelaxation in Kaczmarz's Method for Inconsistent Systems
Strong Uniqueness. A Far-Reaching Criterion for the Convergence Analysis of Iterative Procedures.
Strong Uniqueness and Second Order Convergence in Nonlinear Discrete Approximation.
Strongly maximal matrix functions in regions containing stable solutions
Strongly regular family of boundary-fitted tetrahedral meshes of bounded domains
We give a constructive proof that for any bounded domain of the class there exists a strongly regular family of boundary-fitted tetrahedral meshes. We adopt a refinement technique introduced by Křížek and modify it so that a refined mesh is again boundary-fitted. An alternative regularity criterion based on similarity with the Sommerville tetrahedron is used and shown to be equivalent to other standard criteria. The sequence of regularities during the refinement process is estimated from below...
Stručná historie metody konečných objemů
Structural optimization using topological and shape sensitivity via a level set method
Structural properties of solutions to total variation regularization problems
Structural Properties of Solutions to Total Variation Regularization Problems
In dimension one it is proved that the solution to a total variation-regularized least-squares problem is always a function which is "constant almost everywhere" , provided that the data are in a certain sense outside the range of the operator to be inverted. A similar, but weaker result is derived in dimension two.
Structure et estimations de coefficients d'erreurs
Structure et estimations de coefficients d'erreurs
Structure preserving algorithms for perplectic eigenproblems.
Structured condition numbers and backward errors in scalar product spaces.
Structured conditioning of matrix functions.