This paper proposes a wavelet based numerical method for the solution of elastoplastic problem. The method i
A geoscientifically relevant wavelet approach is established for the classical (inner) displacement ...
In this part of the work, the meshless hierarchical partition of unity proposed in [1], referred her...
In this paper we introduce a multiscale technique for the analysis of deformation phenomena of the E...
This paper proposes a wavelet based numerical method for the solution of elastoplastic problem. The ...
Numerical or semianalytical solution of problems of structural mechanics of high dimensionality is c...
The distinctive paper is devoted to wavelet-based multilevel method of local numerical solution of b...
This thesis was submitted for the award of Doctor of Philosophy and was awarded by Brunel University...
AbstractHigh-accuracy solution of three-dimensional problems of structural analysis is normally requ...
AbstractAn important property of wavelet multiresolution analysis is the capability to represent fun...
Computational multiscale methods are highly sophisticated numerical approaches to predict the consti...
The objective of this paper is to develop a family of wavelet-based finite elements for structural r...
The well-known problem of elasticity that may be written as a variational equation [4] has been rece...
The paper is a brief introduction into the multi-resolution wavelet analysis. The main objective of ...
A geoscientifically relevant wavelet approach is established for the classical (inner) displacement ...
AbstractThe distinctive paper is devoted to verification aspects of multilevel method for local stat...
A geoscientifically relevant wavelet approach is established for the classical (inner) displacement ...
In this part of the work, the meshless hierarchical partition of unity proposed in [1], referred her...
In this paper we introduce a multiscale technique for the analysis of deformation phenomena of the E...
This paper proposes a wavelet based numerical method for the solution of elastoplastic problem. The ...
Numerical or semianalytical solution of problems of structural mechanics of high dimensionality is c...
The distinctive paper is devoted to wavelet-based multilevel method of local numerical solution of b...
This thesis was submitted for the award of Doctor of Philosophy and was awarded by Brunel University...
AbstractHigh-accuracy solution of three-dimensional problems of structural analysis is normally requ...
AbstractAn important property of wavelet multiresolution analysis is the capability to represent fun...
Computational multiscale methods are highly sophisticated numerical approaches to predict the consti...
The objective of this paper is to develop a family of wavelet-based finite elements for structural r...
The well-known problem of elasticity that may be written as a variational equation [4] has been rece...
The paper is a brief introduction into the multi-resolution wavelet analysis. The main objective of ...
A geoscientifically relevant wavelet approach is established for the classical (inner) displacement ...
AbstractThe distinctive paper is devoted to verification aspects of multilevel method for local stat...
A geoscientifically relevant wavelet approach is established for the classical (inner) displacement ...
In this part of the work, the meshless hierarchical partition of unity proposed in [1], referred her...
In this paper we introduce a multiscale technique for the analysis of deformation phenomena of the E...
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