Geodesic

Studies in number theory. Part 2

Sommaire

Foreword of editor
p. 4-5
The proof of Minkowski's hypothesis on product of $n$ linear inhomogeneous forms with $n$ variables for $n\leq5$
p. 6-36
On the heory of reduction of positive quadratic forms
p. 37-64
On perfect form $A_n^k$: existence of lattices with non-fundamental simplex of division; existence of perfect forms, which are not reducible in the sense of Minkowski to a form with coefficients
p. 65-71
The Hermite–Minkowski domain for reduced positive quadratic forms with six variables
p. 72-89
Two notes on Bravais variety
p. 90-93
A note on star sets
p. 94-96
Mordell's method of polar lattices in geometry of numbers
p. 97-115
On the sums of squares of squares-free numbers
p. 116-131