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Can I read Embeddings of Topological Products of Circularly Chainable Continua on EtoBox?
Embeddings of Topological Products of Circularly Chainable Continua by L. Fearnley is a Mathematics article available to read on EtoBox.
What is Embeddings of Topological Products of Circularly Chainable Continua about?
In a recent paper (5), the author has established the Euclidean spaces of least dimension in which the topological products of finite collections of k-cell-like continua can be embedded. Specifically, it was shown that, for each pair of positive integers k and n, the topological product of any collection of nk-cell-like continua can be embedded in Euclidean space of dimension k(n + 1). This result includes a theorem of Bennett (1) that the topological product of any finite collection of n snakelike continua can be embedded in Euclidean space of dimension n + 1.
Who reads Embeddings of Topological Products of Circularly Chainable Continua?
It is typically read by researchers, students, and practitioners in Mathematics.
- Author
- L. Fearnley
- Publisher
- Canadian Mathematical Society; Test accounts (ISSN 0008-414X)
- Published
- 1966
- Language
- EN
- Field
- Mathematics (Physical Sciences)