Gauss-Manin Connection in Disguise: Calabi-Yau Modular Forms - Surveys of Modern Mathematics by Hossein Movasati
This book aims to build a theory of typical forms of Calabi-Yau triangular ribs with Hodge figures of the third cohomology equal to one. Many of the differences and similarities…
Gauss Manin Connection in Disguise synopsis
This book aims to build a theory of typical forms of Calabi-Yau triangular ribs with Hodge figures of the third cohomology equal to one. Many of the differences and similarities between the new theory and the classical theory of the standard models are discussed in the upper half of the level.
The main examples of the new theory are the sequential division functions of the strings, which encode the Gromov-Witten variants of the three-sided Kalapi-Yao mirror. It is written mainly for the main target audiences: researchers in classical models and mechanical shapes who wish to understand the physical expansions of Kalapi-Yao derived physics tripled, and mathematicians in numerical algebraic geometry who want to understand how visual symmetry reflects the rational curves in the Calabi-Yau three double.
This book is also recommended for mathematicians who work with mechanical shapes and their role in algebraic geometry, especially for those who have observed that the category of algebraic subjects involved in their study is limited: for example, does not include a rigid non-rigid Kalapi Yao three times. Basic knowledge of complex analysis, differential equations, algebraic topology and algebraic geometry is required for a smooth reading of the book..
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