Polynomial Bounds for the Solutions of a
โ
Dimitrios Poulakis
๐
Article
๐
1997
๐
Elsevier Science
๐
English
โ 320 KB
Let K be an algebraic number field such that all the embeddings of K into C are real. We denote by O K the ring of algebraic integers of K. Let F(X, Y) be an irreducible polynomial in K[X, Y ]&K[Y ] of total degree N and of degree n>0 in Y. We denote by F N (X, Y ) its leading homogeneous part. Supp