A local optimal diastolic inequality on the two-sphere
Balacheff, Florent Nicolas (Université des Sciences et Technologies de Lille. Laboratoire Paul Painlevé)

Date:	2010
Abstract:	We prove a local optimal inequality on the two-sphere between the area and the diastole - defined by a minimax process on the one-cycle space - in a neighborhood of the singular metric made of two equilateral triangles glued along their boundaries.
Rights:	Tots els drets reservats.
Language:	Anglès
Document:	Article ; Versió acceptada per publicar
Subject:	Calabi's conjecture ; Conical singularity ; Diastole ; Systole ; Two-sphere
Published in:	Journal of Topology and Analysis, Vol. 2, Num. 1 (March 2010) , p. 109-121, ISSN 1793-7167

DOI: 10.1142/S1793525310000264

Postprint 13 p, 322.0 KB

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