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Abstract: This article has appeared in Math. Res. Lett. 5 (1998), 273--279, c #MRL 1998. 1 2 BJORN POONEN uniformly the number of factors of given degree over number fields. In [Le2] he shows that if f is represented sparsely, then these factors can be found in polynomial time. Remark. We cannot count multiplicities in either of our theorems and hope to obtain a bound depending only on k and K (and d, for Theorem 2), because of examples like f(x) = (1+x) q m with m ##. Requiring that f not be a ... (Update)
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BibTeX entry: (Update)
@misc{ poonen-zeros,
author = "Bjorn Poonen",
title = "Zeros Of Sparse Polynomials Over Local Fields Of Characteristic p",
url = "citeseer.ist.psu.edu/464519.html" }
Citations (may not include all citations):6 the factorization of lacunary polynomials (context) - Lenstra, On - 1998
5 Department of Mathematics (context) - Stanley, Combinatorics et al. - 1997
3 Mathematical Surveys (context) - Schilling, of - 1950
1 to appear in Number Theory in Progress (context) - Finding, factors et al. - 1998
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