| 1991 , Algebra, , ISBN 978-0-89871-510-1• 5 [-1, 5] scl: 0 | For example, the can be seen as a line bundle over the circle S 1 by |
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| 1991 , Differential geometry, New York: , pp | 1922 , "" in fr , 3: 133—181, : , ,• 1998 , Categories for the Working Mathematician 2nd ed |
| 1995 , Introduction to Quantum Mechanics, Upper Saddle River, NJ: , ISBN 978-0-13-124405-4• , Berlin, New York: , ISBN 978-0-387-96532-1• 1989 , Introductory functional analysis with applications, Wiley Classics Library, New York: , ISBN 978-0-471-50459-7• Therefore, the equation in question can be transferred to a distribution space, which is bigger than the underlying function space, so that more flexible methods are available for solving the equation | , New York: , ISBN 978-0-471-15496-9 ,• 5, 150 10 M 0 |
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| A vector bundle is a family of vector spaces parametrized continuously by a X | 1974 , Lie groups, Lie algebras, and their representations, , ISBN 978-0-13-535732-3• 1974 , Finite-dimensional vector spaces, Berlin, New York: , ISBN 978-0-387-90093-3• r v 17 18 19 0 1 |
1975 , , Mathematics Series, London: , ISBN 978-0-412-10800-6 ,• , Berlin, New York: , ISBN 978-0-387-94087-8• In contrast, by the , there is no tangent vector field on the S 2 which is everywhere nonzero.
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