Chapter 1 Introduction ......................................... 1
Chapter 2 Representation theory of Г over  p I ................ 11
Chapter 3 Representation theory of Г over p II ............... 15
Chapter 4 Representation theory of Г over p III .............. 21
Chapter 5 Results on K-extensions ............................. 27
Chapter 6 Hecke algebra ....................................... 33
Chapter 7 Computation of  1 for principal series ............. 39
Chapter 8 Extensions of principal series ...................... 45
Chapter 9 General theory of diagrams and representations of
GL2 ................................................. 49
Chapter 10 Examples of diagrams ................................ 55
Chapter 11 Generic Diamond weights ............................. 59
Chapter 12 The unicity Lemma ................................... 63
Chapter 13 Generic Diamond diagrams ............................ 69
Chapter 14 The representations D0(p) and -D1(p) ................ 73
Chapter 15 Decomposition of generic Diamond diagrams ........... 79
Chapter 16 Generic Diamond diagrams for ƒ  {1,2} .............. 85
Chapter 17 The representation  (σ) ............................ 89
Chapter 18 The extension Lemma ................................. 95
Chapter 19 Generic Diamond diagrams and representations of
GL2 ................................................ 101
Chapter 20 The case F =  p .................................... 109
References .................................................... 113
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