L’Enseignement Mathématique

L’Enseignement Mathématique

 

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M42: A Combinatorial Miscellany  CHF  M41: Anantharaman, Théorèmes ergodiques  CHF 
M40: Guido's Book of Conjectures  CHF  M39: One Hundred Years  CHF 
M38: Essays on geometry  CHF  M37: Réseaux euclidiens  CHF 
M36: Anantharaman and Renault, Amenable groupoids  CHF  M35: Lam, Modules and rings  CHF 
M34: Arnold, Contact geometry and wave propagation  CHF  M33: Yau, Nonlinear analysis  CHF 
M32: Kashiwara, Microlocal analysis  CHF  M31: Nœuds, tresses et singularités  CHF 
M30: Logic and algorithmic  CHF  M29: Théorie ergodique  CHF 
M28: Erdös and Graham, Old and new problems  CHF  M27: Contributions to analysis  CHF 
M26: Topology and algebra  CHF  M25: Vitushkin, Representation of functions  CHF 
M23: Guenot et Narasimhan, Surfaces de Riemann  CHF  M22: Weil, Essais historiques  CHF 
M21: Hirzebruch, Hilbert modular surfaces  CHF  M20: Lions, Contrôle optimal  CHF 
M19: Schmidt, Approximation to algebraic numbers  CHF  M15: Kuratowski, Introduction à la topologie  CHF 
M5: Braconnier, Analyse harmonique dans les groupes abéliens  CHF  M4: Lebesgue, Notices d'histoire des mathématiques  CHF 
M3: Hofmann, Jakob Bernoullis Beiträge  CHF  M2: Hadwiger et Debrunner, Kombinatorische Geometrie  CHF 
dR: Œuvres de Georges de Rham  CHF  Leb: Œuvres de Henri Lebesgue (5 vol.)  CHF 
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