Complex Fixed-Point Matrix Inversion Using Transport Triggered Architecture
A. Burian, Perttu Salmela, Jarmo Takala · 2006
Fixed-point simulations for inverting matrices using transport triggered architectures are performed. Several methods are implemented in fixed-point: the Cholesky decomposition as a direct method, Newton iterations as an iterative method, and Strassen Newton algorithm as a combined recursive method. Fixed-point implementations of these matrix inversion algorithms are tested and analyzed. A division-free implementation is targeted.