arXiv Paper Analyzes Steady-State Convergence in Constant-StepSize Stochastic Approximation
A new arXiv preprint examines constant-stepsize stochastic approximation, where iterates settle into a stationary distribution that varies with the chosen stepsize. The work focuses on steady-state convergence, meaning the behavior of the rescaled stationary law as the stepsize shrinks toward zero. It is a theoretical contribution to the analysis of stochastic optimization algorithms rather than a released model or tool.