Computer arithmetic and validity; theory, implementation, and applications.9783110203189 Computer arithmetic and validity; theory, implementation, and applications. Kulisch, Ulrich. Mouton mouton lamb pelt made to resemble seal or beaver. de Gruyter 2008 409 pages $108.00 Hardcover Studies in mathematics; 33 QA76.9 With the intention of improving the accuracy of numerical numerical expressed in numbers, i.e. Arabic numerals of 0 to 9 inclusive. numerical nomenclature a numerical code is used to indicate the words, or other alphabetical signals, intended. computing computing - computer and controlling the quality of the computed results (also known as "validity"), Kulisch (mathematics, U. Karlsruhe) explains how to use advanced computer arithmetic. He explains first concepts concisely con·cise adj. Expressing much in few words; clear and succinct. [Latin conc , then covers ringoids and vectoids and defines computer arithmetic and interval arithmetic. He covers implementations of arithmetic on computers (floating-point arithmetic and its implementation on a computer, hardware support for interval arithmetic and scalar products scalar product n. The numerical product of the lengths of two vectors and the cosine of the angle between them. Also called dot product, inner product. and complete arithmetic) and principles of verified computing including sample applications, including the extended interval Newton methods, verified solutions of systems of linear equations and multiple precision arithmetics. Useful for high-level undergraduates and also as a professional reference. ([c]20082005 Book News, Inc., Portland, OR) |
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