On the geometry of multilinear forms

Abstract

We develop a constructive process which determines all extreme points of the unit ball of the space of $m$--linear forms, $m\ge 1.$ Our method provides a full characterization of the geometry of that space through finitely many elementary steps, and thus it can be extensively applied in both computational and theoretical problems.

New results were added; the title was modified

References in corpus (1)

• On the upper bounds for the constants of the Hardy-Littlewood inequality

Cited by in corpus (1)

• Optimal constants of classical inequalities in complex sequence spaces