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Integral Geometry in Projective and Affine Spaces

The fundamental concepts of integral geometry in a general space in which a transitive Lie group of automorphisms has been defined were given by Chern. Our purpose is to apply these fundamental concepts in order to study the integral geometry in projective and affine spaces and to deduce from this study some geometrical consequences

Princeton University Press

Autor: Santaló, Lluís
Data: 1950
Resum: The fundamental concepts of integral geometry in a general space in which a transitive Lie group of automorphisms has been defined were given by Chern. Our purpose is to apply these fundamental concepts in order to study the integral geometry in projective and affine spaces and to deduce from this study some geometrical consequences
Format: application/pdf
Altres identificadors: Santaló, L. (1950). Integral Geometry in Projective and Affine Spaces. The Annals of Mathematics: second Series, 51 (3), 739-755. Recuperat 15 juliol 2009 a: http://www.jstor.org/stable/1969378
Accés al document: http://hdl.handle.net/10256.2/8218
Llenguatge: eng
Editor: Princeton University Press
Drets: Tots els drets reservats
Títol: Integral Geometry in Projective and Affine Spaces
Tipus: article
Repositori: DUGiFonsEspecials

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