Variational Techniques for Elliptic Partial Differential Equations
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Variational Techniques for Elliptic Partial Differential Equations
Theoretical Tools and Advanced Applications
Sayas, Francisco J.; Hassell, Matthew E.; Brown, Thomas S.
Taylor & Francis Ltd
01/2019
514
Dura
Inglês
9781138580886
15 a 20 dias
908
Descrição não disponível.
I Fundamentals
1 Distributions
2 The homogeneous Dirichlet problem
3 Lipschitz transformations and Lipschitz domains
4 The nonhomogeneous Dirichlet problem
5 Nonsymmetric and complex problems
6 Neumann boundary conditions
7 Poincare inequalities and Neumann problems
8 Compact perturbations of coercive problems
9 Eigenvalues of elliptic operators
II Extensions and Applications
10 Mixed problems
11 Advanced mixed problems
12 Nonlinear problems
13 Fourier representation of Sobolev spaces
14 Layer potentials
15 A collection of elliptic problems
16 Curl spaces and Maxwell's equations
17 Elliptic equations on boundaries
A Review material
B Glossary
1 Distributions
2 The homogeneous Dirichlet problem
3 Lipschitz transformations and Lipschitz domains
4 The nonhomogeneous Dirichlet problem
5 Nonsymmetric and complex problems
6 Neumann boundary conditions
7 Poincare inequalities and Neumann problems
8 Compact perturbations of coercive problems
9 Eigenvalues of elliptic operators
II Extensions and Applications
10 Mixed problems
11 Advanced mixed problems
12 Nonlinear problems
13 Fourier representation of Sobolev spaces
14 Layer potentials
15 A collection of elliptic problems
16 Curl spaces and Maxwell's equations
17 Elliptic equations on boundaries
A Review material
B Glossary
Este título pertence ao(s) assunto(s) indicados(s). Para ver outros títulos clique no assunto desejado.
Elliptic PDE;Rellich Kondrachov Theorem;Sobolev spaces;Nonlinear Diffusion Problem;Hilbert Spaces;Hilbert Space Adjoint;Functional Analysis;Lipschitz Domain;Laplacian;Dirichlet problem;Bilinear Form;Neumann Eigenvalues;Bounded Lipschitz Domain;Lax Milgram Lemma;Banach Fixed Point Theorem;Uniquely Solvable;Homogeneous Dirichlet Problem;Gelfand Triples;Compactly Embedded;Impedance Boundary Conditions;Sesquilinear Form;Neumann Problem;Equivalent Variational Formulation;Compact Operator;Bounded Linear Operator;Convection Diffusion Equation;Compact Self-adjoint Operators
I Fundamentals
1 Distributions
2 The homogeneous Dirichlet problem
3 Lipschitz transformations and Lipschitz domains
4 The nonhomogeneous Dirichlet problem
5 Nonsymmetric and complex problems
6 Neumann boundary conditions
7 Poincare inequalities and Neumann problems
8 Compact perturbations of coercive problems
9 Eigenvalues of elliptic operators
II Extensions and Applications
10 Mixed problems
11 Advanced mixed problems
12 Nonlinear problems
13 Fourier representation of Sobolev spaces
14 Layer potentials
15 A collection of elliptic problems
16 Curl spaces and Maxwell's equations
17 Elliptic equations on boundaries
A Review material
B Glossary
1 Distributions
2 The homogeneous Dirichlet problem
3 Lipschitz transformations and Lipschitz domains
4 The nonhomogeneous Dirichlet problem
5 Nonsymmetric and complex problems
6 Neumann boundary conditions
7 Poincare inequalities and Neumann problems
8 Compact perturbations of coercive problems
9 Eigenvalues of elliptic operators
II Extensions and Applications
10 Mixed problems
11 Advanced mixed problems
12 Nonlinear problems
13 Fourier representation of Sobolev spaces
14 Layer potentials
15 A collection of elliptic problems
16 Curl spaces and Maxwell's equations
17 Elliptic equations on boundaries
A Review material
B Glossary
Este título pertence ao(s) assunto(s) indicados(s). Para ver outros títulos clique no assunto desejado.
Elliptic PDE;Rellich Kondrachov Theorem;Sobolev spaces;Nonlinear Diffusion Problem;Hilbert Spaces;Hilbert Space Adjoint;Functional Analysis;Lipschitz Domain;Laplacian;Dirichlet problem;Bilinear Form;Neumann Eigenvalues;Bounded Lipschitz Domain;Lax Milgram Lemma;Banach Fixed Point Theorem;Uniquely Solvable;Homogeneous Dirichlet Problem;Gelfand Triples;Compactly Embedded;Impedance Boundary Conditions;Sesquilinear Form;Neumann Problem;Equivalent Variational Formulation;Compact Operator;Bounded Linear Operator;Convection Diffusion Equation;Compact Self-adjoint Operators
