Two optimizations to Jacobian arithmetic in global function fields—optimized reductions for typical cases and caching—yield faster practical performance with the first public software supporting unique divisor class representatives.
Mathematics of Computation76(260), 2213–2239 (Oct 2007)
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Improvements to Jacobian Arithmetic in Global Function Fields
Two optimizations to Jacobian arithmetic in global function fields—optimized reductions for typical cases and caching—yield faster practical performance with the first public software supporting unique divisor class representatives.