Shape functions with embedded boundary conditions have been developed on the basis of invariant approximations technique. Their application reduces the order of a system of equations and, subsequently, the computational error
AbstractThis paper studies shapes (curves and surfaces) which can be described by (piecewise) polyno...
During the last years, the necessity of optimizing the efficiency of structures, vehicles, etc. has ...
Key words: Free boundary problems, shape sensitivity analysis, automatic differentia-tion. Abstract....
AbstractWe are going to survey recent developments and achievements in shape-preserving approximatio...
This paper concerns the problem identifying geometrical boundary shapes of domains in which elliptic...
Shape gradients of shape differentiable shape functionals constrained to an interface problem (IP) c...
A general framework for calculating shape derivatives for domain optimizationproblems with partial d...
AbstractIn the analysis of a finite element method (FEM) we can describe the shape of a given elemen...
AbstractA review of shape preserving approximation methods and algorithms for approximating univaria...
summary:Solution of a boundary value problem is often realized as the application of the Galerkin me...
The a i m of thi s paper is the description and the representation of shape functions...
This manuscript presents the development of novel high-order complete shape functions over star-conv...
A general framework for calculating shape derivatives for optimization problems with partial differe...
We give an algorithm for finding finite element approximations to surfaces of prescribed variable me...
Shape gradients of PDE constrained shape functionals can be stated in two equivalent ways. Both rely...
AbstractThis paper studies shapes (curves and surfaces) which can be described by (piecewise) polyno...
During the last years, the necessity of optimizing the efficiency of structures, vehicles, etc. has ...
Key words: Free boundary problems, shape sensitivity analysis, automatic differentia-tion. Abstract....
AbstractWe are going to survey recent developments and achievements in shape-preserving approximatio...
This paper concerns the problem identifying geometrical boundary shapes of domains in which elliptic...
Shape gradients of shape differentiable shape functionals constrained to an interface problem (IP) c...
A general framework for calculating shape derivatives for domain optimizationproblems with partial d...
AbstractIn the analysis of a finite element method (FEM) we can describe the shape of a given elemen...
AbstractA review of shape preserving approximation methods and algorithms for approximating univaria...
summary:Solution of a boundary value problem is often realized as the application of the Galerkin me...
The a i m of thi s paper is the description and the representation of shape functions...
This manuscript presents the development of novel high-order complete shape functions over star-conv...
A general framework for calculating shape derivatives for optimization problems with partial differe...
We give an algorithm for finding finite element approximations to surfaces of prescribed variable me...
Shape gradients of PDE constrained shape functionals can be stated in two equivalent ways. Both rely...
AbstractThis paper studies shapes (curves and surfaces) which can be described by (piecewise) polyno...
During the last years, the necessity of optimizing the efficiency of structures, vehicles, etc. has ...
Key words: Free boundary problems, shape sensitivity analysis, automatic differentia-tion. Abstract....