activity
20192026
most citedCentral limit theorems for stochastic gradient descent with averaging for stable manifolds

2 citations · 3 across the 4 of their papers we have counts for

collaborators

6 papers

cs.LG2026

The Role of Target Update Frequencies in Q-Learning

Simon Weissmann, Tilman Aach, Benedikt Wille +2

The target network update frequency (TUF) is a central stabilization mechanism in (deep) Q-learning. However, their selection remains poorly understood and is often treated merely…

cs.LG2026

An Approximate Ascent Approach To Prove Convergence of PPO

Leif Doering, Daniel Schmidt, Moritz Melcher +4

Proximal Policy Optimization (PPO) is among the most widely used deep reinforcement learning algorithms, yet its theoretical foundations remain incomplete. Most importantly, conver…

math.OC2025

ODE approximation for the Adam algorithm: General and overparametrized setting

Steffen Dereich, Arnulf Jentzen, Sebastian Kassing

The Adam optimizer is currently presumably the most popular optimization method in deep learning. In this article we develop an ODE based method to study the Adam optimizer in a fa…

math.OC2025

Controlling the Flow: Stability and Convergence for Stochastic Gradient Descent with Decaying Regularization

Sebastian Kassing, Simon Weissmann, Leif Döring

The present article studies the minimization of convex, L-smooth functions defined on a separable real Hilbert space. We analyze regularized stochastic gradient descent (reg-SGD),…

cs.LG20211 cited

On minimal representations of shallow ReLU networks

S. Dereich, S. Kassing

The realization function of a shallow ReLU network is a continuous and piecewise affine function , where the domain is partitioned by a…

math.PR20192 cited

Central limit theorems for stochastic gradient descent with averaging for stable manifolds

Steffen Dereich, Sebastian Kassing

In this article we establish new central limit theorems for Ruppert-Polyak averaged stochastic gradient descent schemes. Compared to previous work we do not assume that convergence…