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|Additional Physical Format:||Online version:
Cairns, Stewart S. (Stewart Scott).
Differential and combinatorial topology.
Princeton, N.J., Princeton University Press, 1965
|Material Type:||Internet resource|
|Document Type:||Book, Internet Resource|
|All Authors / Contributors:||
Stewart S Cairns; Marston Morse; Institute for Advanced Study (Princeton, N.J.)
|Notes:||"The symposium ... was held at the Institute for Advanced Study, Princeton, N.J."|
|Description:||vi, 265 pages illustrations, portrait 24 cm.|
|Contents:||Foreword, by S.S. Cairns.--On the smoothings of triangulated and combinatorial manifolds, by N.H. Kuiper.--On the action of [theta symbol superscript n]([theta symbol pi symbol]) by W. Browder.--Critical submanifolds of the classical groups and Stiefel manifolds, by T. Frankel.--Remarks concerning spin manifolds, by J.W. Milnor.--Diffeomorphisms with many periodic points, by S. Smale.--Bowls of a non-degenerate function on a compact differentiable manifold, by M. Morse.--On higher dimensional knots, by M.A. Kervaire.--On the groups J(X) by J.F. Adams.--Morse theory, by B. Mazur.--The index theorem for homogeneous differential operators, by R. Bott.--Minimal surfaces in an Euclidean space of N dimensions, by S.-S. Chern.--On homotopy spheres of low dimension, by M.W. Hirsch.--Local properties of analytic varieties, by H. Whitney.--On infinite processes leading to differentiability in the complement of a point, by J.R. Stallings.--Sur l'homologie des variétés algébriques réelles by R. Thom.|
|Series Title:||Princeton mathematical series, 27.|
|Responsibility:||Stewart S. Cairns, general editor.|