Geometry at Work
Cambridge University Press, 12 d’oct. 2000 - 217 pàgines
Beginning with art and architecture and culminating with science and mathematics itself, this book discusses geometric ideas and their many applications throughout history. These range from ancient to modern, concrete to abstract, and familiar to cutting edge. Each chapter is written by a leading expert or pioneer in their own field, and the book should be a valuable resource for students and teachers of geometry alike.
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Making Measurements on Curved Surfaces James Casey
Rigidity Mechanisms and CAD Brigitte Servatius
Geometry and Geographical Information Systems George Nagy
Geometric Ideas in Robotics Bud Mishra
The Geometry of Numbers Antonie Boerkoel
Statistical Symmetry Charles Radin
Bridges between Geometry and Graph Theory Tomaz Pisanski and Milan Randic
Polytopes in Combinatorial Optimization Thomas Burger and Peter Gritzmann
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