Published January 1, 1999
| Version v1
Journal article
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Compound invariants and embeddings of Cartesian products
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Description
New compound geometric invariants are constructed in order to characterize complemented embeddings of Cartesian products of power series spaces. Bessaga's conjecture is proved for the same class of spaces.
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bib-4715e6d2-5f7e-4c8b-8d61-efe6f67171ca.txt
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(139 Bytes)
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