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Selected Works of Luis Antonio Santaló
Santaló (Spain 1911 - Argentina 2001) contributed to several branches of Geometry, perhaps his most outstanding achievement being his having laid the mathematical foundations of Stereology and its applications. Considerable power of abstraction, a brilliant geometric intuition and his outstanding gifts as a disseminator of science were among his virtues. The present volume contains a selection of his best papers edited by Antonio M. Naveira and Augustí Reventós in collaboration with Graciela S. Birman and Ximo Gual-Arnau. Part I consists of a short biography and some photographs along with a complete list of his publications, classified into research papers, books, and articles on educati...
Selected Works
Luis Antonio Santaló (Spain 1911 – Argentina 2001) contributed to several branches of Geometry, his laying of the mathematical foundations of Stereology and its applications perhaps being his most outstanding achievement. A considerable power of abstraction, a brilliant geometric intuition and an outstanding gift as a disseminator of science were among his virtues. The present volume contains a selection of his best papers. Part I consists of a short biography and some photographs together with a complete list of his publications, classified into research papers, books, and articles on education and the popularization of mathematics, as well as a comprehensive analysis of his contribution...
Mathematics
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The Cambridge History of Latin America
This is an authoritative large-scale history of the whole of Latin America, from the first contacts between native American peoples and Europeans in the late fifteenth and early sixteenth centuries to the present day.
Topics in Noncommutative Geometry
Luis Santalo Winter Schools are organized yearly by the Mathematics Department and the Santalo Mathematical Research Institute of the School of Exact and Natural Sciences of the University of Buenos Aires (FCEN). This volume contains the proceedings of the third Luis Santalo Winter School which was devoted to noncommutative geometry and held at FCEN July 26-August 6, 2010. Topics in this volume concern noncommutative geometry in a broad sense, encompassing various mathematical and physical theories that incorporate geometric ideas to the study of noncommutative phenomena. It explores connections with several areas including algebra, analysis, geometry, topology and mathematical physics. Burs...
Integral Geometry and Geometric Probability
Classic text on integral geometry now available in paperback in the Cambridge Mathematical Library.
