A framework based on linear dynamical systems unifies fixed-point iteration schemes such as Newton, Picard, and Jacobi as approximate linearizations of nonlinear recursions for parallelizing sequential models.
C.1 Experimental Details for Section 3.1 We use 10 random seeds, where the randomness controls the sequence of theS5 group elements
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A Unifying Framework for Parallelizing Sequential Models with Linear Dynamical Systems
A framework based on linear dynamical systems unifies fixed-point iteration schemes such as Newton, Picard, and Jacobi as approximate linearizations of nonlinear recursions for parallelizing sequential models.