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Solving the Table Maker's Dilemma, for a given function and a given target floating-point format, requires testing the value of the function, with high precision, at a very large number of consecutive values. We give an algorithm that allows for performing such computations on a very regular architecture, and present an FPGA implementation of that algorithm.
Reconfigurable circuits now have a capacity that allows them to be used as floating-point accelerators. They offer massive parallelism, but also the opportunity to design optimised floating-point hardware operators not available in microprocessors. Multiplication by a constant is an important example of such an operator. This article presents an architecture generator for the correctly rounded multiplication...
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