"Partially rounded" small-order approximations for accurate, hardware-oriented, table-based methods
Jean‐Michel Muller · 2004
We aim at evaluating elementary and special functions using small tables and small, rectangular, multipliers. To do that, we show how accurate polynomial approximations whose order-1 coefficients are small in size (a few bits only) can be computed. We compare the obtained results with similar work in the recent literature.