#generalization
8 resultsAdaptive Weight Decay for Deep Neural Networks
Kensuke Nakamura, Byung-Woo Hong
The paper proposes AdaDecay, an adaptive weight-decay technique that adjusts regularization per parameter based on gradient magnitude, and demonstrates improved generalization on M…
Robust Learning with Jacobian Regularization
Judy Hoffman, Daniel A. Roberts, Sho Yaida
The paper proposes an efficient Jacobian regularization method for neural networks that enlarges classification margins and improves robustness to both random and adversarial input…
Learning to Generalize to Unseen Tasks with Bilevel Optimization
Hayeon Lee, Donghyun Na, Hae Beom Lee +1
The paper introduces L2G, a bilevel optimization framework that explicitly encourages metric‑based meta‑learning models to generalize to unseen classification tasks, leading to imp…
Further Generalization of Golden Mean in Relation to Euler Divine Equation
Miloje M. Rakocevic
The paper proposes a new generalization of the golden mean and observes that Euler's divine equation can serve as another possible generalization of the golden ratio.
Learning Overparameterized Neural Networks via Stochastic Gradient Descent on Structured Data
Yuanzhi Li, Yingyu Liang
The paper analyzes how stochastic gradient descent can successfully train an overparameterized two‑layer ReLU network for multi‑class classification when the data come from well‑se…
Safe Augmentation: Learning Task-Specific Transformations from Data
Irynei Baran, Orest Kupyn, Arseny Kravchenko
The paper proposes Safe Augmentation, a simple, model‑agnostic approach that learns task‑specific image transformations which preserve the data distribution and boost generalizatio…
Meta Learning for Task-Driven Video Summarization
Xuelong Li, Hongli Li, Yongsheng Dong
The paper introduces MetaL‑TDVS, a meta‑learning framework that treats the summarization of each video as a separate task, enabling the model to leverage experience from other vide…
Generalisation in fully-connected neural networks for time series forecasting
Anastasia Borovykh, Cornelis W. Oosterlee, Sander M. Bohte
The paper examines how fully‑connected neural networks generalize in time‑series forecasting by measuring input and weight Hessians, and shows that training hyperparameters like le…