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For three-partition triple Hodge integrals related to the topological vertex, we derive Eynard-Orantin type recursion relations from the cut-and-join equation.
I.P. Goulden, D. M. Jackson,A. Vainshtein, The number of ramified coverings of the sphere by the torus and surfaces of higher genera
2000
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S. Katz, C.-C. Liu, Enumerative geometry of stable maps with Lagrangian boundary condtions and multiple covers of the disc
2001
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M. Aganagic, C. Vafa, Mirror symmetry, D-branes and counting holomorphic discs
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V. Boucharda, A. Klemmb, Marcos Mariño, S. Pasquetti, Remodeling the B-model
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V. Bouchard, M. Mariño, Hurwitz numbers, matrix models and enumerative geometry
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L. Chen, Bouchard-Klemm-Mariño-Pasquetti Conjecture for ℂ 3 {\mathbb{C}}^{3}
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B. Eynard, N. Orantin, Invariants of algebraic curves and topological expansion
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K. Hori, A. Iqbal, C Vafa, D-branes and mirror symmetry
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K. Hori, C Vafa, Mirror symmetry
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J. Li, C.-C. Liu, K. Liu, J. Zhou, A mathematical theory of the topological vertex
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M. Mariño, Open string amplitudes and large order behavior in topological string theory
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M. Aganagic, A. Klemm, M. Mariño, C. Vafa, The topological vertex
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