E-Periodica Schweizer Zeitschriften online. Revues suisses en ligne. Swiss journals online.

Volume 24 (1978)
Heading Page
Issue 1-2: L'ENSEIGNEMENT MATHÉMATIQUE
Download as PDF Front matter
Download as PDF Table of Contents
Download as PDF Front matter
Download as PDF Index
Download as PDF Front matter
Download as PDF Article: ORIGINS OF THE COHOMOLOGY OF GROUPS 1
Download as PDF Chapter: 1. The Historical Questions 1
Download as PDF Chapter: 2. Fundamental Group and 2nd Betti Group 1
Download as PDF Chapter: 3. Homology and Cohomology of Groups 4
Download as PDF Chapter: 4. The Background in Abstract Algebra 8
Download as PDF Chapter: 5. The Background in Class Field Theory 9
Download as PDF Chapter: 6. Betti Numbers or Homology Groups 11
Download as PDF Chapter: 7. The Background in Homotopy 13
Download as PDF Chapter: 8. The Cohomology of Groups 13
Download as PDF Chapter: 9. Spectral Sequences 14
Download as PDF Chapter: 10. Transfer 15
Download as PDF Chapter: 11. Class Field Theory 17
Download as PDF Chapter: 12. Homological Algebra 17
Download as PDF Chapter: 13. Functors and Categories 20
Download as PDF Chapter: 14. Duality 21
Download as PDF Chapter: 15. Cohomology of Algebraic Systems 24
Download as PDF Chapter: 16. Some Historical Questions. 25
Download as PDF Bibliography 26
Download as PDF Article: ON CAYLEY'S EXPLICIT SOLUTION TO PONCELET'S PORISM 31
Download as PDF Chapter: 1. Points of finite order on elliptic curves 33
Download as PDF Chapter: 2. Application to the Poncelet problem 38
Download as PDF Article: COINCIDENCE-FIXED-POINT INDEX 41
Download as PDF Chapter: Introduction 41
Download as PDF Chapter: § 1. The coincidence-fixed-point (c.f.p.) index 42
Download as PDF Chapter: § 2. The Lefschetz trace formula for the c.f.p. index 45
Download as PDF Chapter: § 3. Applications, Problems. 49
Download as PDF Bibliography 53
Download as PDF Article: ON A FUNCTIONAL EQUATION RELATING TO THE BRAUER-RADEMACHER IDENTITY 55
Download as PDF Bibliography 61
Download as PDF Article: ÜBERLAGERUNGEN DER PROJEKTIVEN EBENE UND HILBERTSCHE MODULFLÄCHEN 63
Download as PDF Bibliography 78
Download as PDF Article: MAPS BETWEEN CLASSIFYING SPACES 79
Download as PDF Bibliography 85
Download as PDF Article: SOLUTIONS PRESQUE-PÉRIODIQUES DES ÉQUATIONS DIFFÉRENTIELLES ABSTRAITES 87
Download as PDF Chapter: Introduction 87
Download as PDF Chapter: §1. Solution presque-périodiques de l'équation $\left( \frac{d}{dt}-A \right)u = 0$ 88
Download as PDF Chapter: §2. Presque-périodicité des solutions bornées 89
Download as PDF Chapter: §3. Presque-périodicité des solutions a trajectoire relativement compacte 93
Download as PDF Chapter: §4. Presque-périodicité des solutions faibles minimales 99
Download as PDF Bibliography 110
Download as PDF Article: SOUS-GROUPES DÉRIVÉS DES GROUPES DE NŒUDS 111
Download as PDF Chapter: §1. Présentations dynamiques 111
Download as PDF Chapter: §2. Groupes de nœuds 114
Download as PDF Chapter: §3. Exemples 116
Download as PDF Bibliography 123
Download as PDF Article: DILATATIONEN VON ABELSCHEN GRUPPEN 125
Download as PDF Chapter: I. KONGRUENZKLASSENGEOMETRIEN UND GRUPPENGEOMETRIEN 127
Download as PDF Chapter: II. Dilatationen von Gruppen 130
Download as PDF Chapter: III. DILATATIONSGRUPPEN VON ENDLSICHEN ABELSCHEN p-GRUPPEN 137
Download as PDF Article: ON THE GELFAND-FUKS COHOMOLOGY 143
Download as PDF Chapter: 1. Definitions 143
Download as PDF Chapter: 2. Connection with foliations 145
Download as PDF Chapter: 3. The formal vector fields and the diagonal complex 146
Download as PDF Chapter: 4. Main theorem 148
Download as PDF Chapter: 5. Construction of an algebraic model for the space OF SECTIONS OF A FIBER BUNDLE ([20], [18], [13]). 149
Download as PDF Chapter: 6. Sketch of the proof of the main theorem and applications 152
Download as PDF Chapter: 7. Example of a computation 153
Download as PDF Chapter: 8. Case of a manifold with boundary 155
Download as PDF Chapter: 9. Construction of a model for $C^\star (L_{M,N})$ 156
Download as PDF Chapter: 10. SOME OTHER PROBLEMS 158
Download as PDF Bibliography 159
Download as PDF Article: THE LEVI PROBLEM AND PSEUDO-CONVEX DOMAINS: A SURVEY 161
Download as PDF Chapter: §1. The Levi Problem 161
Download as PDF Chapter: §2. Pseudo-convex Domains 167
Download as PDF Bibliography 171
Download as PDF Article: REMARKS ON THE UNIVERS AL TEICHMÜLLER SPACE 173
Download as PDF Chapter: 1. Introduction 173
Download as PDF Chapter: 2. Reformulations in the plane 174
Download as PDF Chapter: 3. Spirals 175
Download as PDF Chapter: 4. OUTLINE OF THE PROOF OF THEOREM 5 177
Download as PDF Chapter: 5. CONCLUDING REMARKS 177
Download as PDF Bibliography 178
Download as PDF Article: ALGEBRAIC ASPECTS OF THE THEORY OF PARTIAL DIFFERENTIAL EQUATIONS 179
Download as PDF Chapter: 1. Dimension of D-Modules 179
Download as PDF Chapter: 2. General constructions on D and E-Modules 182
Download as PDF Chapter: 3. FURTHER RESULTS ON HOLONOMIC SYSTEMS 186
Download as PDF Bibliography 187
Download as PDF Article: EINIGE VERZERRUNGSAUSSAGEN BEI QUASIKONFORMEN ABBILDUNGEN ENDLICH VIELFACH ZUSAMMENHÄNGENDER GEBIETE 189
Download as PDF Bibliography 201
Download as PDF Article: UNIVALENT FUNCTIONS, SCHWARZIAN DERIVATIVES AND QUASICONFORMAL MAPPINGS 203
Download as PDF Chapter: 1. Introduction 203
Download as PDF Chapter: 2. Quasiconformal mappings 203
Download as PDF Chapter: 3. Quasicircles 205
Download as PDF Chapter: 4. Deviation of a domain from a disc 206
Download as PDF Chapter: 5. SCHWARZIAN DERIVATIVE AND UNIVALENCE 210
Download as PDF Bibliography 213
Download as PDF Article: HOW QUICKLY CAN AN ENTIRE FUNCTION TEND TO ZERO ALONG A CURVE ? 215
Download as PDF Chapter: 1. Introduction 215
Download as PDF Chapter: 2. The case when E is a curve 217
Download as PDF Chapter: 3. An extended reflexion principle 218
Download as PDF Chapter: 4. Conclusions 221
Download as PDF Bibliography 223
Download as PDF Article: SINGULAR INTEGRAL EQUATION CONNECTED WITH QUASICONFORMAL MAPPINGS IN SPACE 225
Download as PDF Chapter: 1. Introduction 225
Download as PDF Chapter: 2. Definitions and notations 225
Download as PDF Chapter: 3. Invariance properties 226
Download as PDF Chapter: 4. NON-EUCLIDEAN MOTIONS 228
Download as PDF Chapter: 5. FUNDAMENTAL SOLUTIONS 229
Download as PDF Chapter: 6. POTENTIALS 231
Download as PDF Chapter: 7. Computation of SIv 233
Download as PDF Chapter: 8. Automorphic functions and beltrami differentials 235
Download as PDF Bibliography 235
Download as PDF Article: INVARIANTS OF FINITE REFLECTION GROUPS 237
Download as PDF Chapter: Introduction 237
Download as PDF Chapter: CHAPTER I GENERAL THEORY 239
Download as PDF Chapter: 1. The Main Theorem of Invariant Theory 239
Download as PDF Chapter: 2. Molien's Formula 243
Download as PDF Chapter: CHAPTER II INVARIANT THEORETIC CHARACTERIZATION OF FINITE REFLECTION GROUPS 245
Download as PDF Chapter: 1. Chevalley's Theorem 245
Download as PDF Chapter: 2. The Theorem of Shephard and Todd 248
Download as PDF Chapter: 3. A Formula for $\frac{\delta \left(I_1,\ldots,I_n \right)}{\delta \left(x_1,\ldots,x_n\right)}$ 253
Download as PDF Chapter: 4. Decomposition of Finite Reflection Groups 254
Download as PDF Chapter: CHAPTER III THE DEGREES OF THE BASIC INVARIANTS 256
Download as PDF Chapter: 1. The Classification of the Finite Real Reflection Groups 257
Download as PDF Chapter: 2. The Computation of the Degrees for Real Finite Reflection Groups 262
Download as PDF Chapter: 3. Tabulation of the Degrees 271
Download as PDF Chapter: 4. Solomon's Theorem 274
Download as PDF Chapter: CHAPTER IV PARTIAL DIFFERENTIAL EQUATIONS AND MEAN VALUE PROPERTIES 280
Download as PDF Chapter: 1. Invariant partial differential equations 280
Download as PDF Chapter: 2. Mean Value Properties 283
Download as PDF Bibliography 292
Download as PDF Article: CARTIER DUALITY AND FORMAL GROUPS OVER Z 293
Download as PDF Chapter: §1. Introduction 293
Download as PDF Chapter: §2. Groups 296
Download as PDF Chapter: §3. Formal Groups 300
Download as PDF Bibliography 303
Download as PDF Article: MÉTRIQUES KÄHLÉRIENNES ET SURFACES MINIMALES 305
Download as PDF Chapter: §0. Introduction 305
Download as PDF Chapter: §1. Rappels et notation. 305
Download as PDF Chapter: §2. MÉTRIQUE HERMITIENNE ET SOUS-VARIÉTÉS MINIMALES. 307
Download as PDF Bibliography 310
Download as PDF Article: SIMPLE PROOF OF THE MAIN THEOREM OF ELIMINATION THEORY IN ALGEBRAIC GEOMETRY 311
Download as PDF Abstract: SUMMARY 311
Download as PDF Chapter: 1. Hilbert's zero theorem: a particular case 311
Download as PDF Chapter: 2. Proof of Hilbert's zero theorem 312
Download as PDF Chapter: 3. Elimination theory 314
Download as PDF Chapter: 4. Proof of theorem D 315
Download as PDF Chapter: 5. Application to schemes 316
Download as PDF Rubric: BULLETIN BIBLIOGRAPHIQUE
Download as PDF Rubric: BULLETIN BIBLIOGRAPHIQUE 41
Download as PDF Back matter
Download as PDF Back matter