On the linear independence of algebraic numbers

DOI10.2140/pjm.1953.3.625zbMath0051.26801OpenAlexW2029578117MaRDI QIDQ2651118

L. J. Mordell

Publication date: 1953

Published in: Pacific Journal of Mathematics (Search for Journal in Brave)

Full work available at URL: https://doi.org/10.2140/pjm.1953.3.625

zbMATH Keywords

number fields, function fields

Related Items

Simplification of nested real radicals revisited ⋮ A More General Framework for CoGalois Theory ⋮ On the degree of extensions generated by finitely many algebraic numbers ⋮ Discrepancy Bounds for β $$\boldsymbol{\beta }$$ -adic Halton Sequences ⋮ Topological properties and algebraic independence of sets of prime‐representing constants ⋮ Poisson manifolds of strong compact type over 2-tori ⋮ A radical diophantine equation ⋮ Kummer extensions with few roots of unity ⋮ On weakly locally finite division rings ⋮ An application of Galois theory to elementary arithmetic ⋮ From Field Theoretic to Abstract Co-Galois Theory ⋮ ON THE LINEAR INDEPENDENCE OF ROOTS ⋮ On the degree of repeated radical extensions