3 edition of Waring"s problem for Fq[x] found in the catalog.
Waring"s problem for Fq[x]
R. M. Kubota
Bibliography: p. 55.
|Statement||R. M. Kubota.|
|Series||Dissertationes mathematicae -- no. 117, Rozprawy matematyczne -- 117.|
|The Physical Object|
|Pagination||60 p. ;|
|Number of Pages||60|
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This is a note on the classical Waring's problem for algebraic forms. Fix integers (n, d, r, s), and let Λ be a general r-dimensional subspace of degree d homogeneous polynomials in n+1 variables.
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A consideration of the sums (1) is motivated by Warings problem, which asks for the smallest integer m such that all sufficiently large integers are the sum of at most m k-th powers.
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