Books of Mathematics / Geometry / General
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希尔伯特几何基础
By （德）希尔伯特著, 江泽涵, 朱鼎勋译本书内容包括:五组公理, 公理的相容性和互相独立性, 比例论, 平面中的面积论, 德沙格定理等.
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Calculus, with Analytic Geometry
By Howard AntonThe aim of this major revision is to create a contemporary text which incorporates the best features of calculus reform yet preserves the main structure of an established and well-tested...
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Fundamentals of Three Dimensional Descriptive Geometry
By Steve M. SlabyA complete overview of the fundamentals of three-dimensional descriptive geometry From an overview of the history of descriptive geometry to the application of the principles of descriptive geometry to real-world...
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Geometry and Trigonometry for Calculus
By Peter H. SelbyGeometry & Trigonometry for Calculus By Peter H. Selby If you need geometry and trigonometry as a tool for technical work … as a refresher course … or as a...
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Kiselev's Geometry: Stereometry
By Andreĭ Petrovich KiselevThis volume completes the English adaptation of a classical Russian textbook in elementary Euclidean geometry. The 1st volume subtitled "Book I. Planimetry" was published in 2006 (ISBN 0977985202). This 2nd...
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Foundations of Geometry and Trigonometry
By Howard LeviFoundations of Geometry and Trigonometry
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The Fractal Geometry of Nature
By Benoît B. MandelbrotClouds are not spheres, mountains are not cones, and lightning does not travel in a straight line. The complexity of nature's shapes differs in kind, not merely degree, from that...
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Making Mathematics with Needlework: Ten Papers and Ten Projects
By sarah-marie belcastro, Carolyn YackelMathematical craftwork has become extremely popular, and mathematicians and crafters alike are fascinated by the relationship between their crafts. The focus of this book, written for mathematicians, needleworkers, and teachers...
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Conformal Geometry: A Publication of the Max-Planck-Institut für Mathematik, Bonn
By Wolfgang Kühnel, Ravi S. KulkarniThe contributions in this volume summarize parts of a seminar on conformal geometry which was held at the Max-Planck-Institut fur Mathematik in Bonn during the academic year 1985/86. The intention...
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Geometric Topology in Dimensions 2 and 3
By E.E. MoiseGeometric topology may roughly be described as the branch of the topology of manifolds which deals with questions of the existence of homeomorphisms. Only in fairly recent years has this...
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Minimal Surfaces in R 3
By J.Lucas M. Barbosa, A.Gervasio ColaresMinimal Surfaces in R 3
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Global Differential Geometry and Global Analysis 1984: Proceedings of a Conference Held in Berlin, June 10-14, 1984
By Robert B. Gardner, Udo Simon, Sigurdur HelgasonAll papers appearing in this volume are original research articles and have not been published elsewhere. They meet the requirements that are necessary for publication in a good quality primary...
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E "Infinite" Ring Spaces and E "Infinite" Ring Spectra
By J.P. May, Jon Peter May, F. QuinnE "Infinite" Ring Spaces and E "Infinite" Ring Spectra
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分形维数理论及其应用
By 李业学著主要介绍分形的基本理论及其在科学技术和人文艺术等方面的应用。全书共分10章，用通俗易懂的语言由浅入深地介绍了分形几何的基本概念、分形维数的计算、分形图形的生成、分形生长模型与模拟、分形插值与模拟、随机分形以及与分形密不可分的混沌理论的基本知识。在此基础上，通过总结自然界中的分形行为，用实例概述了分形图形、分形维数、分形模拟技术、分形图像编码压缩技术等在自然科学、工程技术、社会经济和文化艺术等领域中的应用成果。
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Geometry in Nature
By Vagn Lundsgaard HansenGeometry in Nature
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Exploring the Geometry of Nature: Computer Modeling of Chaos, Fractals, Cellular Automata, and Neural Networks
By Ed RietmanThe science of chaos attracts the attention of researchers in many disciplines. The idea: by following simple principles of randomness and disorder, patterns emerge. Here, users on their own PC's...
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Round & Round & Round
By Tana HobanColor photos without text feature objects that are round.
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Euclid's Elements: All Thirteen Books Complete in One Volume : the Thomas L. Heath Translation
By Euclid, Dana DensmoreThe classic Heath translation, in a completely new layout with plenty of space and generous margins. An affordable but sturdy sewn hardcover student and teacher edition in one volume, with...
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After Euclid: Visual Reasoning & the Epistemology of Diagrams
By Jesse NormanWhat does it mean to have visual intuition? Can we gain geometrical knowledge by using visual reasoning? And if we can, is it because we have a faculty of intuition?...
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Technical Descriptive Geometry
By Bernard Leighton WellmanTechnical Descriptive Geometry