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Timothy thanks for the code :) this might be a little off topic but rethinking on Steve Baker statement on single bit arbitrary precision arithmetic unit, did perform a a search in google for ``fpga rationals multiplication'' as a way to perform an alternative multiplication algorithm, this way representing a real number as the division of two 32-bit integers? which I'm in the process to explore it came with: ``Non-Conventional algorithms for multiple precision arithmetic'' www.math.uvt.ro/anmath/issues/ anuvt2002_3/jebelean_synasc02.ps as a first result, which enlightens the reading sure floating point arithmetic is the right tool (we haven't proof the contraire yet), but post this information here for the completeness of the thread regards,. :) Joel Rodriguez Daniel Phillips wrote: On Wednesday 02 February 2005 15:00, Timothy Miller wrote: |
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