Lattice coverings of five space by spheres

DOI10.1112/S002557930000526XzbMath0135.10701MaRDI QIDQ5507776

A. C. Woods

Publication date: 1965

Published in: Mathematika (Search for Journal in Brave)

zbMATH Keywords

number theory

Related Items (13)

On a question of Uri Shapira and Barak Weiss ⋮ On conjectures of Minkowski and Woods for \(n = 9\) ⋮ On conjectures of Minkowski and Woods for \(n=10\) ⋮ Minkowski's conjecture for \(n=5\); a theorem of Skubenko ⋮ Estimates on conjectures of Minkowski and Woods ⋮ Estimates on conjectures of Minkowski and Woods. II ⋮ On a theorem of Dyson ⋮ A proof of Minkowski's conjecture on the product of \(n\) linear inhomogeneous forms in \(n\) variables for \(n\le 5\) ⋮ A unified simple proof of a conjecture of Woods for \(n\leq 6\) ⋮ On conjectures of Minkowski and Woods for \(n=7\) ⋮ Sur une propriété de transfert concernant les boules de \(R^ n\) ⋮ Refined Estimates on Conjectures of Woods and Minkowski ⋮ Covering six space with spheres

Cites Work

• On the product of four non-homogeneous linear forms
• Über einen Approximationssatz von Minkowski
• A Simple Proof of Remak's Theorem on the Product of Three Linear Forms

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