Руководство к практическим занятиям по токсикологической химии

Over The Past Decade Or So, Researchers And Professionals In Discrete Geometry And The Newer Field Of Computational Geometry Have Developed A Highly Productive Collaborative Relationship, Where Each Area Benefits From The Methods And Insights Of The Other. At The Same Time That Discrete And Computational Geometry Are Becoming More Closely Identified, Applications Of The Results Of This Work Are Being Used In An Increasing Number Of Widely Differing Areas, From Computer Graphics And Linear Programming To Manufacturing And Robotics. The Editors And Authors, All Respected Experts In Their Fields, Have Answered The Need For A Comprehensive Handbook For Professionals In These And Related Fields, And For Other Users Of The Body Of Results. The Handbook Of Discrete And Computational Geometry Brings Together, For The First Time, All Of The Major Results In Both These Fields Into One Volume.--jacket. Combinatorial And Discrete Geometry -- Polytopes And Polyhedra -- Algorithms And Complexity Of Fundamental Geometric Objects -- Geometric Data Structures And Searching -- Computational Techniques -- Applications Of Discrete And Computational Geometry Edited By Jacob E. Goodman, Joseph O'rourke. Includes Bibliographical References And Index. This handbook includes many of the methods, algorithms, formulas, and solution methods most commonly used by professionals in geometry, combinatorial geometry, robotics, pattern recognition, motion planning, computer-aided design, computer graphics, image processing, number theory, geometric control theory, and more. Every major expert in these fields has contributed chapters to the book.-- Incorporates complete coverage of both discrete and computational geometry-- Includes numerous applications-- Chapters written by leading experts in the area-- Clearly presented and comprehensive for both the novice and the specialist-- Designed to assist both researchers in geometry and professionals who use geometric tools in the workplace