Bordism
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= Introduction = | = Introduction = | ||
| − | Basic facts from the theory of bordisms and cobordisms are summarised here. For the more specific information, see the pages on [[unoriented]], [[oriented]] and [[complex bordism]]. | + | Basic facts from the theory of bordisms and cobordisms are summarised here. For the more specific information, see the pages on [[unoriented bordism|unoriented]], [[oriented]] and [[complex bordism]]. |
The theory of bordism is is one of the most deep and influential parts of | The theory of bordism is is one of the most deep and influential parts of | ||
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1 Introduction
Basic facts from the theory of bordisms and cobordisms are summarised here. For the more specific information, see the pages on unoriented, oriented and complex bordism.
The theory of bordism is is one of the most deep and influential parts of the algebraic topology, which experienced a spectacular development in the 1960s. The main introductory reference is the monograph [Stong1968].
1.1 References
- [Stong1968] R. E. Stong, Notes on cobordism theory, Princeton University Press, Princeton, N.J., 1968. MR0248858 (40 #2108) Zbl 0277.57010
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