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Generalization of the concept of vector bundle
In mathematics, a microbundle is a generalization of the concept of vector bundle, introduced by the American mathematician John Milnor in 1964. It allows
Microbundle
American mathematician (born 1931)
problems and nice theorems. His other significant contributions include microbundles, influencing the usage of Hopf algebras, theory of quadratic forms and
John_Milnor
American mathematician (born 1937)
ISBN 0-691-08349-5. MR 0772569. Eigencurve Eisenstein ideal Iwasawa theory Microbundle Tate vector space Barry Mazur - 2011 National Medal of Science Hoffman
Barry_Mazur
Normed vector space that is complete
{\displaystyle U\to X} is an open local homeomorphism. Using Hilbert space microbundles, David Henderson showed in 1969 that every metric manifold modeled on
Banach_space
problems) Claude Morlet, Microfibrés et structures différentiables (microbundles) René Thom, Travaux de Moser sur la stabilité des mouvements périodiques
Séminaire Nicolas Bourbaki (1960–1969)
Séminaire_Nicolas_Bourbaki_(1960–1969)
British mathematician (1943–2024)
(which they called "Block bundles"), and the non-existence of normal microbundles (top and PL). In collaboration with Sandro Buoncristiano, he geometric
Colin_P._Rourke
Mathematics glossary
may or may not be compact-open topology. Mayer–Vietoris sequence microbundle microbundle model category A presentation of an ∞-category. See also model
Glossary of algebraic topology
Glossary_of_algebraic_topology
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