Kapitel
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Contents
Kapitel in diesem Buch
- Frontmatter I
- Contents V
- 1 Introduction 1
- 2 Existence results 13
- 3 Regularity of optimal spectral domains 29
- 4 The Robin problem 78
- 5 Spectral geometry of the Steklov problem 120
- 6 Triangles and Other Special Domains 149
- 7 Spectral inequalities in quantitative form 201
- 8 Universal Inequalities for the Eigenvalues of the Dirichlet Laplacian 282
- 9 Spectral optimization problems for Schrödinger operators 325
- 10 Nodal and spectral minimal partitions – The state of the art in 2016 – 353
- 11 Numerical results for extremal problem for eigenvalues of the Laplacian 398
- Bibliography 413
- Index 462
Kapitel in diesem Buch
- Frontmatter I
- Contents V
- 1 Introduction 1
- 2 Existence results 13
- 3 Regularity of optimal spectral domains 29
- 4 The Robin problem 78
- 5 Spectral geometry of the Steklov problem 120
- 6 Triangles and Other Special Domains 149
- 7 Spectral inequalities in quantitative form 201
- 8 Universal Inequalities for the Eigenvalues of the Dirichlet Laplacian 282
- 9 Spectral optimization problems for Schrödinger operators 325
- 10 Nodal and spectral minimal partitions – The state of the art in 2016 – 353
- 11 Numerical results for extremal problem for eigenvalues of the Laplacian 398
- Bibliography 413
- Index 462