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When FPGAs are better at floating-point than microprocessors., , , and . FPGA, page 260. ACM, (2008)Table-based polynomials for fast hardware function evaluation., and . ASAP, page 328-333. IEEE Computer Society, (2005)FFS Factory: Adapting Coppersmith's "Factorization Factory" to the Function Field Sieve.. IACR Cryptology ePrint Archive, (2014)A Comparison between Hardware Accelerators for the Modified Tate Pairing over F2m and F3m., , , , and . Pairing, volume 5209 of Lecture Notes in Computer Science, page 297-315. Springer, (2008)Floating Point or LNS: Choosing the Right Arithmetic on an Aapplication Basis., , and . DSD, page 197-203. IEEE Computer Society, (2006)Second Order Function Approximation Using a Single Multiplication on FPGAs., and . FPL, volume 3203 of Lecture Notes in Computer Science, page 221-230. Springer, (2004)A Tool for Unbiased Comparison between Logarithmic and Floating-point Arithmetic., and . VLSI Signal Processing, 49 (1): 161-175 (2007)Return of the hardware floating-point elementary function., , and . IEEE Symposium on Computer Arithmetic, page 161-168. IEEE Computer Society, (2007)Outils pour une comparaison sans a priori entre arithmétique logarithmique et arithmétique flottante., and . Technique et Science Informatiques, 24 (6): 625-643 (2005)Fonctions élémentaires en virgule flottante pour les accélérateurs reconfigurables., and . Technique et Science Informatiques, 27 (6): 673-698 (2008)