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Table of Contents
- Preface
- Contents
- Introduction
- Part I: Elliptic equations in ℝ N with nonstandard growth
- 1 Critical quasilinear equations of Marcellini’s type
- 2 On (p, N) Laplacian equations in ℝN with exponential nonlinearities
- 3 Critical Hardy–Kirchhoff equations in ℝN
- Part II: Existence of multiple solutions via group-theoretical invariance in the Hilbertian setting
- 4 Multiple solutions for critical equations in ℝN
- 5 Weak solutions of a scalar field equation
- 6 Elliptic equations on the sphere
- Part III: Variational Principles in Geometric Analysis
- 7 Subelliptic problems on Carnot groups
- 8 Arbitrarily many solutions on homogeneous Hadamard manifolds
- 9 Kirchhoff problems on the Poincaré ball model
- A Appendix – the symmetric criticality principle
- List of symbols
- Bibliography
- Index
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