gaussian distribution

Near-Optimal Bounds for Learning Gaussian Halfspaces with Random Classification Noise NeurIPS 2023 On Differentially Private Sampling from Gaussian and Product Distributions NeurIPS 2023 PAC Learning Linear Thresholds from Label Proportions NeurIPS 2023 Parameterized Cost Volume for Stereo Matching ICCV 2023 Post-Processing Temporal Action Detection CVPR 2023 Prototypical Mixing and Retrieval-Based Refinement for Label Noise-Resistant Image Retrieval ICCV 2023 SQ Lower Bounds for Learning Mixtures of Linear Classifiers NeurIPS 2023 Tangentially Elongated Gaussian Belief Propagation for Event-Based Incremental Optical Flow Estimation CVPR 2023 Transfer Knowledge From Head to Tail: Uncertainty Calibration Under Long-Tailed Distribution CVPR 2023 Unified Lower Bounds for Interactive High-dimensional Estimation under Information Constraints NeurIPS 2023 Variational Inference with Gaussian Score Matching NeurIPS 2023 What Distributions are Robust to Indiscriminate Poisoning Attacks for Linear Learners? NeurIPS 2023 Width and Depth Limits Commute in Residual Networks ICML 2023 Advanced Speaker Embedding with Predictive Variance of Gaussian Distribution for Speaker Adaptation in TTS Interspeech 2022 A Private and Computationally-Efficient Estimator for Unbounded Gaussians COLT 2022 BaLeNAS: Differentiable Architecture Search via the Bayesian Learning Rule CVPR 2022 Data dependent randomized smoothing UAI 2022 Entropic Gromov-Wasserstein between Gaussian Distributions ICML 2022 FITNESS: (Fine Tune on New and Similar Samples) to detect anomalies in streams with drift and outliers ICML 2022 Gaussian Multi-head Attention for Simultaneous Machine Translation ACL 2022 Improving Task-Specific Generalization in Few-Shot Learning via Adaptive Vicinal Risk Minimization NeurIPS 2022 Learning Structured Gaussians To Approximate Deep Ensembles CVPR 2022 List-Decodable Sparse Mean Estimation NeurIPS 2022 List-Decodable Sparse Mean Estimation via Difference-of-Pairs Filtering NeurIPS 2022 Multi-View Depth Estimation by Fusing Single-View Depth Probability With Multi-View Geometry CVPR 2022