‎Smith‎
‎History of Mathematics‎

‎Zeiten G. History of Mathematics: In two parts one bound: 1) History of Mathema‎

‎"Zeiten G. History of Mathematics: In two parts one bound: 1) History of Mathematics in Ancient and Middle Ages. 2) History of Mathematics in the 16th and 17th centuries. In Russian (ask us if in doubt)/Tseyten G. G. Istoriya matematiki: V dvukh chasZeiten G. History of Mathematics: In two parts one bound: 1) History of Mathematics in Ancient and Middle Ages. 2) History of Mathematics in the 16th and 17th centuries. In Russian (ask us if in doubt)/Tseyten G. G. Istoriya matematiki: V dvukh chastyakh v odnom pereplete: 1) Istoriya matematiki v drevnosti i v Srednie veka. 2) Istoriya matematiki v XVI i XVII vekakh.1) Translation of P. Yushkevich from the French edition corrected by the author. Foreword by M. Vygodsky; 2) Translation from P. Novikov of Germany. Processing notes and foreword by M. Vygodsky M.L.: State Technological and Theoretical Publishing House 1932-1933. 230 1 p. We have thousands of titles and often several copies of each title may be available. Please feel free to contact us for a detailed description of the copies available. SKUalb521e04b9e510564c"‎

‎Studies in History of Mathematics Dedicated to A.P. Youschkevitch. Proceedings of the XXth International Congress of History of Science (Liege, 20-26 July 1997) Vol. XIII,‎

‎Turnhout, Brepols, 2002 Paperback, 364 p., 155 x 240 mm. ISBN 9782503511993.‎

‎In the framework of the 20th International Congress of History of Science (Liege 1997), a symposium was devoted to the historical work of Adolph P. Youschkevitch (1906-1993). The present volume includes the papers read during the symposium as well as contributions on current issues in the history of mathematics: mathematics as a cultural strength, mathematics from antiquity to the classical period, probability theory and its applications, mathematics in the 19th and 20th centuries. Languages : English.‎

‎Fazzari Gaetano. A brief history of mathematics from the earliest. In Russian (‎

‎Fazzari Gaetano. A brief history of mathematics from the earliest. In Russian (ask us if in doubt)/Fatstsari Gaetano. Kratkaya istoriya matematiki s drevneyshikh.Times ending in the Middle Ages: In the title: Dr. Gaetano Fazzari Rev. Professor of Mathematics at the Royal Lycee Humbert I in Palermo Translation from Italian by S.A. Galashin M. Publishing House Kolos. 7th printing house Mospolygraph. 214 III 2 p. We have thousands of titles and often several copies of each title may be available. Please feel free to contact us for a detailed description of the copies available. SKUalb58143848d0a75dfd‎

‎Jacques Hadamard - A Universal Mathematician , History of Mathematics, volume 14 (Analytic function theory - Number theory - Analytical mechanics and geometry - Calculus of variations and functionals - Elasticity and electrodynamics - Partial differential equations)‎

‎American Mathematical Society - AMS - London Mathematical Society , History of Mathematics Malicorne sur Sarthe, 72, Pays de la Loire, France 1998 Book condition, Etat : Très Bon hardcover, editor's printed yellow binding, illustrated by a portrait of Jacques Hadamard with a hat small In-4 1 vol. - 599 pages‎

‎1 portrait in frontispiece and numerous black and white illustrations, mainly photographies 1st edition, 1998 Contents, Chapitres : Contents, Preface and Acknowledgments, Photograph and figure credit, xxv, Text, 574 pages - 1. Hadamard's life : The beginning - The turn of the century - Mature years - After the Great War - Le Maitre - In the Thirties - World War II - After Eighty - 2. Hadamard's mathematics : Analytic function theory - Number theory - Analytical mechanics and geometry - Calculus of variations and functionals - Miscellaneous topics - Elasticity and electrodynamics - Partial differential equations - Hadamard's last works - Principal dates in Hadamard's life - Bibliography of Jacques Hadamard - Publications about Jacques Hadamard and his work - General bibliography - Archival material - Index - Jacques Salomon Hadamard, né le 8 décembre 1865 à Versailles et mort le 17 octobre 1963 à Paris, est un mathématicien français, connu pour ses travaux en théorie des nombres, en analyse complexe, en analyse fonctionnelle, en géométrie différentielle et en théorie des équations aux dérivées partielles. - Son résultat le plus célèbre est la démonstration obtenue en 1896 du théorème des nombres premiers (démontré indépendamment la même année par Charles-Jean de La Vallée Poussin). Il a aussi établi la notion de problème bien posé dans le domaine des équations différentielles. Il a laissé son nom aux matrices de Hadamard utilisées dans la transformée de Hadamard dont le champ d'application est vaste : algorithmes quantiques (porte de Hadamard), traitement du signal, compression de données, etc. ainsi qu'au développement d'une fonction méromorphe en produit de Hadamard, au produit de Hadamard de deux séries et aux variétés de Hadamard. La pseudo-transformation de Hadamard est également utilisée en cryptographie. De plus, on retrouve son nom dans le théorème de Cauchy-Hadamard, énoncé par Cauchy, mais redécouvert et popularisé par Hadamard. Ce théorème nous dit sur quel disque une série entière converge. Célèbre pour sa distraction, il aurait servi de modèle principal pour le personnage du savant Cosinus. (source : Wikipedia) spine maybe slightly sun-faded, else fine copy, no markings‎

‎Science since 1500. A short history of mathematics, physics, chemistry, biology‎

‎London, Science Museum, 1946, un volume in 8 relié en cartonnage éditeur, 1 frontispice, 357pp., figures dans le texte‎

‎---- Science and pre-science - Biology before the microscope - Astronomy before the telescope - Mathematics before the calculus - The 17th century - Mechanics, astronomy, optics in the 17th century - Mathematics (1600-1800) - The 18th century - Experimental science - Mathematical physics - The 19th century - Evolution and the microscope - 19th century mathematics - Organic chemistry - Surfaces and ions - Cytology and genetics - Ecology - Modern experimental physics - Quantum theory - Relativity and cosmology - ETC**4203/K6‎