by Ian Craw, John Pulham
Publisher: University of Aberdeen 1999
Number of pages: 120
This course studies computer algorithms, considering their construction, validation and effectiveness. After a general introduction to the subject a number of specific topics will be covered: the problem of sorting data sets into order, the theory of formal grammars and problems such as the parsing of arithmetic expressions, the construction and use of pseudorandom numbers.
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by Jianer Chen
The author concentrates on four themes in computational geometry: the construction of convex hulls, proximity problems, searching problems and intersection problems. Solving manufacturing problems requires application of fast-algorithm techniques.
by Solomon I. Khmelnik - MiC
This book describes various processors, designed for affine transformations of many-dimensional figures -- planar and spatial. Designed for students, engineers and developers, who intend to use the computer arithmetic of geometrical figures.
by Witold Bednorz - InTech
Each chapter comprises a separate study on some optimization problem giving both an introductory look into the theory the problem comes from and some new developments invented by authors. Usually some elementary knowledge is assumed.
by Macneil Shonle, Matthew Wilson, Martin Krischik - Wikibooks
An accessible introduction into the design and analysis of efficient algorithms. It explains only the most basic techniques, and gives intuition for and an introduction to the rigorous mathematical methods needed to describe and analyze them.