Finally, we illustrate Tulip's ability to use different levels of arithmetic precision by solving problems in extended precision.doi:10.1007/s12532-020-00200-8Mathieu TanneauMiguel F. AnjosAndrea LodiMathematical Programming Computation
General module forms (i.e., Barrett and Montgomery algorithms), which are slower and present an expansive part of the arithmetic operation. Based on the LUT method (which is based on pre-computed values); however, this requires a large amount of memory. Modulo form of prime numbers, such...