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Contents
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Jaroslav Lukeš
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Chapters in this book
- Frontmatter i
- Contents xi
- 1 Prologue 1
- 2 Compact convex sets 4
- 3 Choquet theory of function spaces 52
- 4 Affine functions on compact convex sets 107
- 5 Perfect classes of functions and representation of affine functions 135
- 6 Simplicial function spaces 168
- 7 Choquet theory of function cones 216
- 8 Choquet-like sets 244
- 9 Topologies on boundaries 274
- 10 Deeper results on function spaces and compact convex sets 310
- 11 Continuous and measurable selectors 389
- 12 Constructions of function spaces 419
- 13 Function spaces in potential theory and the Dirichlet problem 489
- 14 Applications 563
- Backmatter 608
Chapters in this book
- Frontmatter i
- Contents xi
- 1 Prologue 1
- 2 Compact convex sets 4
- 3 Choquet theory of function spaces 52
- 4 Affine functions on compact convex sets 107
- 5 Perfect classes of functions and representation of affine functions 135
- 6 Simplicial function spaces 168
- 7 Choquet theory of function cones 216
- 8 Choquet-like sets 244
- 9 Topologies on boundaries 274
- 10 Deeper results on function spaces and compact convex sets 310
- 11 Continuous and measurable selectors 389
- 12 Constructions of function spaces 419
- 13 Function spaces in potential theory and the Dirichlet problem 489
- 14 Applications 563
- Backmatter 608
