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Précis de mathématique spéciales. Programme A_2. |
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Galambos J., Katai I., editors |
Probability Theory and Applications. Essays to the Memory of Jozsef Mogyorodi. |
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Graves L.M., Smith P.A., Hille E., Zariski O., editors |
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Gilewicz a.o., editors |
Proceedings, Lancut 1985. Rational approximation and its applications in Mathematics and Physics. |
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Produits tensoriels topologiques et espaces nucléaires. |
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Projektive Geometrie. Teil I. |
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Projektive Geometrie. Teil II. |
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Propriétés des polynômes électrosphériques. |
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Propriétés générales de l'équation d'Euler et de Gauss. |
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Propriétés générales des groupes discontinus. |
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Gattegno C., Ostrowski A. |
Représentation conforme a la frontière; domaines généraux. |
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Gattegno C., Ostrowski A. |
Représentation conforme a la frontière; domaines particuliers. |
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Résidu d'une connexion holomorphe. |
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Rings of Continuous Functions. |
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Goto M., Grosshans F.D. |
Semisimple Lie Algebras. |
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Grauert H., Fritzsche K. |
Several Complex Variables. |
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Grigoryan S.A., Tonev T.V. |
Shift-Invariant Uniform Algebras on Groups |
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Sigular Sets of Minimizers for the Mumford-Shah Functional |
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Some aspects of the Renormalization Problems in Statistical Mechanics and Field Theory. |
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Statistical Theory of Extreme Values and Some Practical Appplications. |
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Sur le Groupe K_3 D'uN Anneau. |
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The mathematics of circuit analysis. Extensions to the mathematical training of electrical engineers. |
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Theorie der Potenzial - cyklisch - hyperbolischen Functionen. |
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Guichard Cl. |
Théorie des réseaux. |
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Guichard Cl. |
Théorie général des réseaux, applications. |
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Grenander U., Szegoe G. |
Toeplitz forms and their applications. |
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Garsia M.A. |
Topics in almost everywhere convergence. |
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Unterredungen und Mathematische Demonstrationen ueber zwei neue Wissenzweige, die Mechanik und die Fallgesetze betreffend, von Galileo Galilei. Arcetri, 6 Maerz 1638. |
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Galilei G. |
Unterredungen und Mathematische Demonstrationen ueber zwei neue Wissenzweige, die Mechanik und die Fallgesetze betreffend. Von Galileo Galilei, Arcetri, 6 Maerz 1638. |
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Gould S.H. |
Variational methods for eigenvalue problems. An introduction to the methods of Rayleigh, Ritz, Weinstein and Aronszajn. |
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Volterra Integral and Functional Equations. |
