An approach for floating-point error analysis using computer algebra · Computing methodologies · Symbolic and algebraic manipulation · Computer algebra systems.
A Model for the Propagation of Rounding Error in Floating Arithmetic. In Karl L. E. Nickel, editor, Interval Mathematics 1980, pages 49-74, New York, 1980.
Details ; Title. An approach for floating-point error analysis using computer algebra ; Creators. Mark Mutrie. Richard Bartels. Bruce Char ; Publication Details.
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May 16, 1986 · Their method is based on a computational-graph model of roundoff error propagation. The symbolic error analysis system under development in ...
May 6, 2024 · Abstract:We provide tools to help automate the error analysis of algorithms that evaluate simple functions over the floating-point numbers.
Jan 14, 2023 · Jan 2023 - Numerical Analysis. NPTEL IIT Bombay · Playlist · 14:43 · Go to channel · Floating point rounding error in computer with an example.
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Jul 31, 2024 · This topic dives into the nitty-gritty of how computers handle real numbers and the errors that can creep in.
The inherent error and the floating-point roundoff error of an expression can be determined automatically using a computer algebra language such as REDUCE.
It implements a program transformation that converts a real-valued program in its floating-point implementation by adjusting the evaluation of Boolean ...
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