Number Theory: Diophantine and algebraicKálmán Györy, Gábor Halász |
Contents
Volume | 579 |
P ERDŐS and A IVIĆ The distribution of values | 1011 |
A FUJII Uniform distribution of the zeros of | 1027 |
Copyright | |
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a₁ adel ring algebraic number field B₁ BUDAPEST BUDAPEST HUNGARY C₁ class number CM-field coefficients COLLOQUIA MATHEMATICA SOCIETATIS conjecture COROLLARY d₁ Dedekind domain defined denote Dept dimension diophantine equations divisors elements elliptic curves exists factors G₁ Galois GYŐRY Hasse principle hence implies integral basis irreducible blocks isomorphic JÁNOS BOLYAI JÁNOS BOLYAI 51 Kummer extension Lemma linear forms linearly independent loga Math MATHEMATICA SOCIETATIS JÁNOS MOLLIN n₁ non-degenerate non-zero number of solutions NUMBER THEORY obtain p-adic P₁ polynomial positive integers prime number primitive prime PROOF OF THEOREM Proposition proved Q-linearly quadratic forms R-D type rational real quadratic fields reine angew result ring S-unit equations satisfies Schlickewei sequence SOCIETATIS JÁNOS BOLYAI subspace Suppose Thue equation Thue-Mahler equation TIJDEMAN tions Univ upper bound v₁ zero