Mirror Transform and String Theory
Cumrun Vafa
TL;DR
This paper reviews mirror symmetry, focusing on recent extensions of mirror transforms to higher genus Riemann surfaces and their connection to Kodaira-Spencer gravity theory.
Contribution
It introduces new developments in mirror transform applications to higher genus surfaces and explores their relation to Kodaira-Spencer gravity theory.
Findings
Extended mirror transform to higher genus Riemann surfaces
Established links between mirror symmetry and Kodaira-Spencer gravity
Summarized recent advances in mirror symmetry theory
Abstract
Some aspects of Mirror symmetry are reviewed, with an emphasis on more recent results extending mirror transform to higher genus Riemann surfaces and its relation to the Kodaira-Spencer theory of gravity (talk given in the Geometry and Topology Conference, April 93, Harvard, in honor of Raoul Bott)
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Taxonomy
TopicsComputational Physics and Python Applications