Calabi-Yau metrics on Kummer surfaces as a model glueing problem

Abstract

This is an expository paper which aims to give a simple proof of the existence of Ricci-flat metrics on certain K3 surfaces, as an illustration of general "glueing" techniques.

Cited by in corpus (3)

• A new complete Calabi-Yau metric on ${\mathbb{C}}^3$
• Complete Calabi-Yau metrics from P^2 # 9 \bar P^2
• On a new incomplete Ricci-flat metric