Author： Lourenço Mary Lillian Tocha Neusa Nogas
Publisher： Taylor & Francis Ltd
ISSN： 0308-1087
Source： Linear and Multilinear Algebra, Vol.55, Iss.5, 2007-09, pp. : 463-469
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Abstract
It is known that for any positive integers n and d, there is a positive integer m such that for every d-homogeneous polynomial [image omitted] has an n-dimensional subspace XP, XP⊂ P-1(0). We discuss the problem of finding a good bound for m as a function of d and n.
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