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- W105792068 abstract "A key to the accurate solution of an illconditioned system of nonlinear equations is the accurate evaluation of the functions is use. For this purpose we present a fast method to emulate quadruple precision for the basic operations as well as for the elementary standard functions. Our methods are based on a recent paper on accurate evaluation of sums and dot products, which in turn uses so-called error-free transformations. We use only double precision floating point operations, and the code contains no branches or access to mantissa or exponent. Hence the algorithms are fast in terms of measured computing time." @default.
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- W105792068 date "2005-01-01" @default.
- W105792068 modified "2023-09-25" @default.
- W105792068 title "High precision evaluation of nonlinear functions" @default.
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