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Methodology
← Optimization & Theory
Deep Learning
›
Optimization & Theory
›
Optimization
1638 directly classified papers
Papers per year
2006: 5
2007: 2
2008: 4
2009: 2
2010: 2
2011: 3
2012: 8
2013: 25
2014: 19
2015: 22
2016: 31
2017: 42
2018: 68
2019: 104
2020: 148
2021: 174
2022: 178
2023: 209
2024: 345
2025: 244
2026: 3
Papers
Implicit Regularization of Sharpness-Aware Minimization for Scale-Invariant Problems
NIPS 2024
PeRFlow: Piecewise Rectified Flow as Universal Plug-and-Play Accelerator
NIPS 2024
Speculative Decoding with CTC-based Draft Model for LLM Inference Acceleration
NIPS 2024
Tighter Convergence Bounds for Shuffled SGD via Primal-Dual Perspective
NIPS 2024
Exploiting Activation Sparsity with Dense to Dynamic-k Mixture-of-Experts Conversion
NIPS 2024
Scalable Optimization in the Modular Norm
NIPS 2024
Transferability Bound Theory: Exploring Relationship between Adversarial Transferability and Flatness
NIPS 2024
Decoupled Kullback-Leibler Divergence Loss
NIPS 2024
BiDM: Pushing the Limit of Quantization for Diffusion Models
NIPS 2024
2DQuant: Low-bit Post-Training Quantization for Image Super-Resolution
NIPS 2024
ORPO: Monolithic Preference Optimization without Reference Model
EMNLP 2024
Soft ascent-descent as a stable and flexible alternative to flooding
NIPS 2024
Parameter Efficient Fine-tuning via Cross Block Orchestration for Segment Anything Model
CVPR 2024
Space-Time Continuous PDE Forecasting using Equivariant Neural Fields
NIPS 2024
Normalization Layer Per-Example Gradients are Sufficient to Predict Gradient Noise Scale in Transformers
NIPS 2024
ZO-AdaMU Optimizer: Adapting Perturbation by the Momentum and Uncertainty in Zeroth-Order Optimization
AAAI 2024
Self-Calibrating Vicinal Risk Minimisation for Model Calibration
CVPR 2024
Gradient Descent Finds the Global Optima of Two-Layer Physics-Informed Neural Networks
ICML 2023
Convergence of Proximal Point and Extragradient-Based Methods Beyond Monotonicity: the Case of Negative Comonotonicity
ICML 2023
Principled Acceleration of Iterative Numerical Methods Using Machine Learning
ICML 2023
Understanding Incremental Learning of Gradient Descent: A Fine-grained Analysis of Matrix Sensing
ICML 2023
Moccasin: Efficient Tensor Rematerialization for Neural Networks
ICML 2023
Minimizing Trajectory Curvature of ODE-based Generative Models
ICML 2023
Implicit Jacobian regularization weighted with impurity of probability output
ICML 2023
Optimal Convergence Rates for Agnostic Nyström Kernel Learning
ICML 2023
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