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Abstract: The minimal ker nel of a p-Banach ideal of n-homogeneous polynomials between Banach spaces is defined as a composition ideal, char - acter1j' to be the smallest ideal which coincides with the given one on finite-dimensional spaces andr eprN1] tedthr]xq tensor pr ducts with appr opr ate nor s. Mathematics Subject Classification 2000: 46G25, 46G20, 46B28 Keywor ds: Ideals of polynomials, tensor nor m, symmetr ic tensor pr oduct 1 (Update)
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BibTeX entry: (Update)
@misc{ floret-minimal,
author = "Klaus Floret",
title = "Minimal Ideals of N-Homogeneous Polynomials",
url = "citeseer.ist.psu.edu/512856.html" }
Citations (may not include all citations):5 Complex Analysis on Infinite Dimensional Spaces (context) - Dineen
2 Compact holomorphic mappings on Banach spaces and the approx.. (context) - Ar, -- et al. - 1976
2 Produkte von Tensornormen (context) - Defant - 1986
1 On types of polynomials and holomorphic functions on Banach .. (context) - unss, Junek - 1990
1 to appear in: Handbook of Banach spaces (context) - Casazza, properties
1 Multi-ideals with special properties (context) - unss - 1987
1 Pots- damer For schungen (context) - unss, Junek et al. - 1985
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