Classical and Discrete Differential Geometry: Theory, Applications and Algorithms
暫譯: 經典與離散微分幾何：理論、應用與演算法

本書介紹了微分幾何及其前沿研究成果，結合了經典方法和現代離散微分幾何，涵蓋了各個方面和應用，包括圖形與影像、物理學和網絡。

David Xianfeng Gu is a SUNY Empire Innovation Professor of Computer Science and Applied Mathematics at State University of New York at Stony Brook, USA. His research interests focus on generalizing modern geometry theories to discrete settings and applying them in engineering and medical fields and recently on geometric views of optimal transportation theory. He is one of the major founders of an interdisciplinary field, Computational Conformal Geometry.

Emil Saucan is Associate Professor of Applied Mathematics at Braude College of Engineering, Israel. His main research interest is geometry in general (including Geometric Topology), especially Discrete and Metric Differential Geometry and their applications to Imaging and Geometric Design, as well as Geometric Modeling. His recent research focuses on various notions of discrete Ricci curvature and their practical applications.

David Xianfeng Gu 是美國紐約州立大學石溪分校的計算機科學與應用數學的SUNY Empire創新教授。他的研究興趣集中在將現代幾何理論推廣到離散環境中，並應用於工程和醫學領域，最近則專注於最佳運輸理論的幾何觀點。他是計算共形幾何這一跨學科領域的主要創始人之一。

Emil Saucan 是以色列布勞德工程學院的應用數學副教授。他的主要研究興趣是幾何學（包括幾何拓撲），特別是離散和度量微分幾何及其在影像和幾何設計中的應用，以及幾何建模。他最近的研究專注於各種離散Ricci曲率的概念及其實際應用。