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    Mirror Symmetry

    Mirror Symmetry

    Mirror symmetry studies the phenomenon that the symplectic geometry of one Calabi-Yau manifold corresponds to the complex geometry of another. Arising from string theory, it links enumerative geometry and homological algebra.

    1 Overview of Mirror Symmetry Historical background and the Hori-Vafa mirror 2026-05-18 2 Frobenius Manifolds Frobenius manifolds and the WDVV equation 2026-05-19 3 Dubrovin Connection A flat connection on a Frobenius manifold with a spectral parameter 2026-05-21 4 The Givental J-Function and the Mirror Theorem Fundamental solutions of quantum differential equations and the I equals J theorem 2026-05-28
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