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- 2010024384 contributor B11765832.
- 2010024384 contributor B11765833.
- 2010024384 created "2010.".
- 2010024384 date "2010".
- 2010024384 date "2010.".
- 2010024384 dateCopyrighted "2010.".
- 2010024384 description "Includes bibliographical references and index.".
- 2010024384 description "Machine generated contents note: Foreword Jean Mawhin; Preface; Part I. Variational Principles in Mathematical Physics: 1. Variational principles; 2. Variational inequalities; 3. Nonlinear eigenvalue problems; 4. Elliptic systems of gradient type; 5. Systems with arbitrary growth nonlinearities; 6. Scalar field systems; 7. Competition phenomena in Dirichlet problems; 8. Problems to Part I; Part II. Variational Principles in Geometry: 9. Sublinear problems on Riemannian manifolds; 10. Asymptotically critical problems on spheres; 11. Equations with critical exponent; 12. Problems to Part II; Part III. Variational Principles in Economics: 13. Mathematical preliminaries; 14. Minimization of cost-functions on manifolds; 15. Best approximation problems on manifolds; 16. A variational approach to Nash equilibria; 17. Problems to Part III; Appendix A. Elements of convex analysis; Appendix B. Function spaces; Appendix C. Category and genus; Appendix D. Clarke and Degiovanni gradients; Appendix E. Elements of set-valued analysis; References; Index.".
- 2010024384 extent "xv, 368 p. ;".
- 2010024384 identifier "0521117828 (hardback)".
- 2010024384 identifier "9780521117821 (hardback)".
- 2010024384 identifier 9780521117821.jpg.
- 2010024384 isPartOf "Encyclopedia of mathematics and its applications ; 136".
- 2010024384 issued "2010".
- 2010024384 issued "2010.".
- 2010024384 language "eng".
- 2010024384 publisher "Cambridge, UK ; New York : Cambridge University Press,".
- 2010024384 subject "515/.64 22".
- 2010024384 subject "Calculus of variations.".
- 2010024384 subject "QA315 .K75 2010".
- 2010024384 tableOfContents "Machine generated contents note: Foreword Jean Mawhin; Preface; Part I. Variational Principles in Mathematical Physics: 1. Variational principles; 2. Variational inequalities; 3. Nonlinear eigenvalue problems; 4. Elliptic systems of gradient type; 5. Systems with arbitrary growth nonlinearities; 6. Scalar field systems; 7. Competition phenomena in Dirichlet problems; 8. Problems to Part I; Part II. Variational Principles in Geometry: 9. Sublinear problems on Riemannian manifolds; 10. Asymptotically critical problems on spheres; 11. Equations with critical exponent; 12. Problems to Part II; Part III. Variational Principles in Economics: 13. Mathematical preliminaries; 14. Minimization of cost-functions on manifolds; 15. Best approximation problems on manifolds; 16. A variational approach to Nash equilibria; 17. Problems to Part III; Appendix A. Elements of convex analysis; Appendix B. Function spaces; Appendix C. Category and genus; Appendix D. Clarke and Degiovanni gradients; Appendix E. Elements of set-valued analysis; References; Index.".
- 2010024384 title "Variational principles in mathematical physics, geometry, and economics : qualitative analysis of nonlinear equations and unilateral problems / Alexandru Kristály, Vicenţiu Rădulescu, Csaba Gyorgy Varga.".
- 2010024384 type "text".
