What people are saying - Write a review
We haven't found any reviews in the usual places.
Gerd Bohlender 247 269 311 Institut fur Angewandte Mathematik Universitat Karlsruhe TH
Computer Demonstration Packages for Standard Problems of Numerical
Solving Algebraic Problems with High Accuracy
11 other sections not shown
Other editions - View all
addition algorithm applied arithmetic expression arithmetic operations automatic verification Bohlender bounds column complex interval complex numbers complex segment components computer arithmetic CONST constants corresponding data types defined denote derivative diagonal diagonal matrix diagrams digits directed rounding eigenvalue equations evaluation example executed exponent EXPRESSION WITH MAXIMUM Figure fixed point floating-point numbers floating-point screen FORTRAN Hilbert matrix Horner scheme implementation integer iteration Kaucher Kulisch least significant bit lemma linear system long local memory mantissa mathematical MATRIX PASCAL maximum accuracy MC expression methods Miranker multiplication non-singular notation numerical analysis occur operands optimal parameters PASCAL-SC polynomial problem programming language properties real numbers resp result type rounding control rounding errors rounding operator rows scalar product scientific computation semimorphism significant bit accuracy solution spaces standard functions subset summands symbols syntax theorem ultra-arithmetic University of Karlsruhe variables VC MC vectors and matrices verified zero