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1.
h-p spectral element method for elliptic problems on non-smooth domains using parallel computers
Satyendra Tomar, 2006, original scientific article

Keywords: spectral element method, corner singularities, least-squares method, almost optimal preconditioner, exponential accuracy
Published in RUNG: 13.11.2018; Views: 4156; Downloads: 0
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2.
Stability estimates for h-p spectral element methods for general elliptic problems on curvilinear domains
Pravir Dutt, Satyendra Tomar, 2003, original scientific article

Keywords: corner singularities, geometrical mesh, curvilinear polygons, stability estimates, fractional Sobolev norms, mixed Neumann and Dirichlet boundary conditions
Published in RUNG: 13.11.2018; Views: 4432; Downloads: 0
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3.
An efficient and exponentially accurate parallel h-p spectral element method for elliptic problems on polygonal domains : the Dirichlet case
Satyendra Tomar, Pravir Dutt, B. V. Rathish Kumar, 2002, published scientific conference contribution

Keywords: spectral element methods, corner singularities, geometrical mesh, parallel computing
Published in RUNG: 13.11.2018; Views: 4064; Downloads: 35
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4.
Stability estimates for h-p spectral element methods for elliptic problems
Pravir Dutt, Satyendra Tomar, B. V. Rathish Kumar, 2002, original scientific article

Keywords: corner singularities, spectral element methods, geometrical mesh, stability estimates
Published in RUNG: 13.11.2018; Views: 4510; Downloads: 0
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5.
h-p spectral element methods for elliptic problems on non-smooth domains using parallel computers : memorandum no. 1631
Satyendra Tomar, 2002, doctoral dissertation

Keywords: h-p spectral element methods, corner singularities, parallel computing, least squares solution
Published in RUNG: 13.11.2018; Views: 5339; Downloads: 0
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