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Periods Of Calabi Yau Manifolds In Physics And Number Theory
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Introduction 1.1. Symplectic Calabi-Yau 4-manifolds. The Work Of Taubes [25] Has Taught Us The Importance Of The Canonical Class In Understanding The Topology Of Symplectic 4-manifolds. In Particular, Whe 1th, 2024

An Introduction To Calabi-Yau Manifolds
V. Bouchard. Lectures On Complex Geometry, Calabi-Yau Manifolds And Toric Geometry [ ArXiv: Hep-th/0702063 ] M. Nakahara. Geometry, Topology And Physics Cardoso Et Al. Non-K Ahler String Backgrounds And Their Five Torsion Classes [ ArXiv: Hep-th/0211118 ] Candelas Et Al. Generalised 15th, 2024

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CHENG AND YAU’S WORK ON THE MONGE-AMPERE …
In Collaboration With Shiu-Yuen Cheng, Made Substantial Contributions In The 1970s. They Used A Priori Estimates Of Calabi And Pogorelov To Establish Regularity Theorems For The Minkowski Problem [11] And The Dirichlet Problem For The Monge-Amp Ere Equation [12]. They Also Resolved A Conjecture Of Calabi On Hyperbolic A Ne Spheres [12, 14]. We ... 1th, 2024

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