Asynchronous Iterative Methods: From Numerical Solvers to Reinforcement Learning
Linear Algebra seminar by Edmond Chow, Georgia Institute of Technology
Hosted by Institute for Computational and Experimental Research in Mathematics (ICERM), Brown University
Monday 09:00 New York (GMT-4)
Recording available
Abstract
Edmond Chow examines how asynchronous updates improve parallel iterative computation. The first part covers asynchronous versions of classical first- and second-order linear iterations, Chebyshev methods, and multigrid, with attention to efficiency and fault tolerance. The second introduces reinforcement learning and asynchronous state-value estimation for finding optimal policies. When the state space is too large to enumerate, these updates focus computational effort on frequently visited regions.
Topics
Related seminars
Acceleration and Adaptive Selection in Asynchronous Iterative Solvers
Related research
Asynchronous preconditioners and linear solvers
More on asynchronous iterations
Asynchronous Methods on AMD GPU-Based Systems
Related research