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Use for questions about mirror symmetry in theoretical/mathematical physics.

7 votes
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Mirror symmetry for elliptic curves

The mirror of $E^\rho_\tau$ is $E^\tau_\rho$, as you may have guessed. The reason this is not discussed in, say, Polishchuk/Zaslow is that the derived category does not depend on the symplectic struct …
Arend Bayer's user avatar
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15 votes

Examples in mirror symmetry that can be understood.

I won't claim this means ''understanding mirror symmetry'', but if you are familiar with the derived category of coherent sheaves, then there is a consequence of Kontsevich's homological mirror symmet …
Arend Bayer's user avatar
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13 votes

Derived categories of coherent sheaves: suggested references?

A good introduction to derived categories of coherent sheaves are Caldaru's notes Derived categories of sheaves: a skimming. As for Bridgeland's work, I would recommend reading his papers directly, us …
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