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Smoothing out positively curved metric cones by Ricci expanders by Deruelle, Alix is a scholarly article available to read on EtoBox.

What is Smoothing out positively curved metric cones by Ricci expanders about?

We investigate the possibility of desingularizing a positively curved metric cone by an expanding gradient Ricci soliton with positive curvature operator. This amounts to study the deformation of such geometric structures. As a consequence, we prove that the moduli space of conical positively curved gradient Ricci expanders is connected.

Author

Deruelle, Alix

Published

2015

Language

EN