activity
20242026
collaborators

10 papers

cs.LG2026

Convergence Guarantees of Gradient Descent for Neural Networks via Generalized Lipschitz Smoothness

Siqiao Mu, Diego Klabjan

We establish convergence guarantees of gradient descent for general feedforward neural networks of arbitrary width or depth, with no special requirements on the initialization or d…

cs.LG2026

Class-Grouped Normalized Momentum and Faster Hyperparameter Exploration to Tackle Class Imbalance in Federated Learning

Haemin Park, Diego Klabjan, Martin W. Braun +2

Class imbalance poses a critical challenge in federated learning (FL), where underrepresented classes suffer from poor predictive performance yet cannot be addressed by standard ce…

q-fin.TR2026

Hierarchical Graph Learning for Calendar Spread Strategies in Commodity Futures Markets

Yoonsik Hong, Diego Klabjan

Commodity futures can be represented hierarchically, with underlying assets at the upper level and individual futures contracts at the lower level. Entities at each level can be co…

cs.LG2026

On the Convergence Rate of LoRA Gradient Descent

Siqiao Mu, Diego Klabjan

The low-rank adaptation (LoRA) algorithm for fine-tuning large models has grown popular in recent years due to its remarkable performance and low computational requirements. LoRA t…

cs.LG2026

Descend or Rewind? Stochastic Gradient Descent Unlearning

Siqiao Mu, Diego Klabjan

Machine unlearning algorithms aim to remove the impact of selected training data from a model without the computational expenses of retraining from scratch. Two such algorithms are…

cs.LG2026

Rank-Accuracy Trade-off for LoRA: A Gradient-Flow Analysis

Michael Rushka, Diego Klabjan

Previous empirical studies have shown that LoRA achieves accuracy comparable to full-parameter methods on downstream fine-tuning tasks, even for rank-1 updates. By contrast, the th…