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Pages liminaires
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Table des matières
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Pages liminaires
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Index
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Pages liminaires
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Cahier 1: L'ENSEIGNEMENT MATHÉMATIQUE
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1
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Article: PROPOS DE QUELQUES TRAVAUX MATHÉMATIQUES RÉCENTS
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1
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Chapitre: Chapitre Premier
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1
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Chapitre: Chapitre II
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3
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Chapitre: Chapitre III
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4
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Chapitre: Chapitre IV
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7
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Chapitre: Chapitre V
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8
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Chapitre: Chapitre VI
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11
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Chapitre: Chapitre VII
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12
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Chapitre: Chapitre VIII
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13
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Chapitre: Chapitre IX
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15
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Chapitre: Chapitre X
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18
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Chapitre: Chapitre XI
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19
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Chapitre: Chapitre XII
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20
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Chapitre: Chapitre XIII
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22
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Chapitre: Chapitre XIV
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23
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Chapitre: Chapitre XV
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26
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Chapitre: Chapitre XVI
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27
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Chapitre: Chapitre XVII
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30
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Chapitre: Chapitre XVIII
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33
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Chapitre: Chapitre XIX
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36
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Chapitre: Chapitre XX
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37
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Chapitre: Chapitre XXI
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40
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Chapitre: Chapitre XXII
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42
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Chapitre: Chapitre XXIII
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45
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Article: SUR LES POLYGONES GÉNÉRATEURS DE GROUPES FUCHSIENS
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49
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Bibliographie
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61
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Article: LA GÉOMÉTRIE PLANE EN CLASSE DE SECONDE
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63
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Chapitre: Introduction
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63
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Chapitre: Chapitre Premier. — La Droite
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66
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Chapitre: Chapitre II — Le Plan
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73
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Article: ON THE CONCEPT OF DIRECTED DISTANCE
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87
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Bibliographie
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91
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Article: SUR L'ENSEIGNEMENT DE LA STATISTIQUE (en particulier dans le second degré)
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93
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Rubrique
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98
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Article: ON THE EXISTENCE AND THE REGULARITY OF SOLUTIONS OF LINEAR PSEUDO-DIFFERENTIAL EQUATIONS
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99
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Chapitre: Introduction
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99
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Chapitre: Chapter I Operators with constant coefficients
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101
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Chapitre: Chapter II Some spaces of distributions and operators
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122
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Chapitre: Chapter III Pseudo-differential operators with non-singular characteristics
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135
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Bibliographie
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161
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Article: DISTANCE BOOLÉENNE SUR UN 3-ANNEAU
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165
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Chapitre: Introduction
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165
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Chapitre: Montrons que tout 3-anneau est commutatif
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167
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Chapitre: Aspect matriciel
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178
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Chapitre: Aspect matriciel
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179
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Chapitre: Cherchons maintenant les points invariants par une similitude
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183
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Bibliographie
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185
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Erratum
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186
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Article: APPROXIMATION TO ALGEBRAIC NUMBERS
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187
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Résumé: Contents
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187
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Chapitre: 0. Introduction
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188
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Chapitre: 1. Approximation to real numbers by rationals
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188
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Chapitre: 2. Approximation to algebraic numbers by rationals. Roth's Theorem
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193
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Chapitre: 3. An outline of the proof of Roth's Theorem
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199
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Chapitre: 4. SOME GENERALIZATIONS OF ROTH'S THEOREM
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205
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Chapitre: 5. Effective methods. Baker's Theorem
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211
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Chapitre: 6. Simultaneous approximation to real numbers by rationals
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216
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Chapitre: 7. SIMULTANEOUS APPROXIMATION TO ALGEBRAIC NUMBERS BY RATIONALS
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223
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Chapitre: 8. Tools from the Geometry of Numbers
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229
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Chapitre: 9. OUTLINE OF THE PROOF OF THE THEOREMS ON SIMULTANEOUS APPROXIMATION TO ALGEBRAIC NUMBERS
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233
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Chapitre: 10. Norm forms
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241
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Chapitre: 11. Generalizations and open problems
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246
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Bibliographie
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248
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Article: SOME ALGEBRAIC CALCULATIONS OF WALL GROUPS FOR Z2
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255
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Bibliographie
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271
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Article: UN CRITÈRE D'IRRÉDUCTIBILITÉ DES POLYNOMES
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273
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Chapitre: Notations
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273
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Chapitre: Critère d'irréductibilité
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273
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Article: COVERING BALLS FOR CURVES OF CONSTANT LENGTH
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275
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Bibliographie
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277
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Article: REPRÉSENTATION DE – 1 COMME SOMME DE CARRÉS D'ENTIERS DANS UN CORPS QUADRATIQUE IMAGINAIRE
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279
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Chapitre: Introduction
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279
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Chapitre: Notations
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279
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Bibliographie
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286
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Article: VUE D'ENSEMBLE SUR LA THÉORIE DES PLANS ÉQUILIBRÉS
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289
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Chapitre: 0. Introduction
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289
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Chapitre: 1. GÉNÉRALITÉS
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289
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Chapitre: 2. Questions d'existence
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292
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Chapitre: 3. Questions d'« unicité »
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293
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Chapitre: 4. Conclusion
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294
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Bibliographie
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294
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Article: THE CONVERSE TO THE FOUR VERTEX THEOREM
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295
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Bibliographie
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309
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Article: SUITES ÉQUIRÉPARTIES DANS UN ESPACE LOCALEMENT COMPACT
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311
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Chapitre: §1. DÉFINITIONS ET PRINCIPAUX RÉSULTATS
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311
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Chapitre: §2. Première connexion de Galois
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314
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Chapitre: §3. Seconde connexion de Galois
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315
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Chapitre: §4. Les espace-mesures
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318
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Chapitre: §5. Existence, propriétés des suites μ-équiréparties Image d'une suite μ-équirépartie
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320
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Chapitre: §6. Espaces produit
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327
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Bibliographie
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328
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Rubrique: BULLETIN BIBLIOGRAPHIQUE
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1
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Pages complémentaires
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Pages complémentaires
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Rubrique: BULLETIN BIBLIOGRAPHIQUE
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11
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Rubrique: BULLETIN BIBLIOGRAPHIQUE
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23
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Pages complémentaires
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