y0news
AnalyticsDigestsSourcesTopicsRSSAICrypto

#regression News & Analysis

11 articles tagged with #regression. AI-curated summaries with sentiment analysis and key takeaways from 50+ sources.

11 articles
AINeutralarXiv – CS AI · Mar 47/102
🧠

Covering Numbers for Deep ReLU Networks with Applications to Function Approximation and Nonparametric Regression

Researchers have derived tight bounds on covering numbers for deep ReLU neural networks, providing fundamental insights into network capacity and approximation capabilities. The work removes a log^6(n) factor from the best known sample complexity rate for estimating Lipschitz functions via deep networks, establishing optimality in nonparametric regression.

AINeutralarXiv – CS AI · Jun 236/10
🧠

New Smooth Loss functions for Robust Regression that Closely Approximate Absolute Error and Provide Improved Performance on Datasets With Significant Outliers

Researchers introduce two new differentiable loss functions—Square Root Loss (SRL) and Smooth Mean Absolute Error (SMAE)—that better approximate Mean Absolute Error while improving robustness in regression tasks with outlier-heavy datasets. These functions address limitations of existing approaches like MSE and MAE by providing superior mathematical properties and training stability.

AINeutralarXiv – CS AI · Jun 96/10
🧠

Investigating the Histogram Loss in Regression

Researchers investigate Histogram Loss, a neural network regression technique that models entire target distributions rather than just means, finding that performance improvements stem from optimization benefits rather than additional information capture. The approach demonstrates practical viability in deep learning applications without requiring extensive hyperparameter tuning.

AINeutralarXiv – CS AI · Jun 26/10
🧠

End-to-End Deep Learning for Predicting Metric Space-Valued Outputs

Researchers introduce E2M (End-to-End Metric regression), a deep learning framework that predicts non-Euclidean outputs like probability distributions and networks by computing weighted Fréchet means with neural network-learned weights. The method preserves geometric properties of output spaces while achieving state-of-the-art performance across multiple domains without requiring surrogate embeddings.

AINeutralarXiv – CS AI · May 116/10
🧠

Approximation-Free Differentiable Oblique Decision Trees

Researchers introduce DTSemNet, a novel neural network representation of oblique decision trees that enables approximation-free gradient-based training for both classification and regression tasks. The approach eliminates reliance on softening or quantized gradients, achieving superior performance on benchmark datasets and expanding decision tree applicability to reinforcement learning environments.

AINeutralarXiv – CS AI · Mar 55/10
🧠

Zono-Conformal Prediction: Zonotope-Based Uncertainty Quantification for Regression and Classification Tasks

Researchers introduce zono-conformal prediction, a new uncertainty quantification method for machine learning that uses zonotope-based prediction sets instead of traditional intervals. The approach is more computationally efficient and less conservative than existing conformal prediction methods while maintaining statistical coverage guarantees for both regression and classification tasks.

AINeutralarXiv – CS AI · Mar 45/102
🧠

Eliciting Numerical Predictive Distributions of LLMs Without Autoregression

Researchers developed a method to extract numerical prediction distributions from Large Language Models without costly autoregressive sampling by training probes on internal representations. The approach can predict statistical functionals like mean and quantiles directly from LLM embeddings, potentially offering a more efficient alternative for uncertainty-aware numerical predictions.

AINeutralarXiv – CS AI · Mar 264/10
🧠

Deep Neural Regression Collapse

Researchers have extended Neural Collapse theory to regression problems, discovering that Deep Neural Regression Collapse (NRC) occurs across multiple layers in neural networks, not just the final layer. The study reveals that collapsed layers learn structured representations where features align with target dimensions and covariance, providing insights into the simple structures that deep networks learn for regression tasks.

AINeutralarXiv – CS AI · Feb 274/107
🧠

Revisiting Chebyshev Polynomial and Anisotropic RBF Models for Tabular Regression

Researchers developed smooth-basis regression models including anisotropic RBF networks and Chebyshev polynomial regressors that compete with tree ensembles in tabular regression tasks. Testing across 55 datasets showed these models achieve similar accuracy to tree ensembles while offering better generalization properties and gradual prediction surfaces suitable for optimization applications.

AINeutralarXiv – CS AI · Feb 274/106
🧠

Model Agreement via Anchoring

Researchers developed a new mathematical technique called 'anchoring' to control model disagreement between machine learning models trained independently. The method provides bounds for reducing disagreement to zero across four common ML algorithms including stacked aggregation, gradient boosting, neural networks, and regression trees.

AIBullisharXiv – CS AI · Mar 34/106
🧠

Machine Learning Grade Prediction Using Students' Grades and Demographics

Researchers developed a unified machine learning framework that predicts both pass/fail outcomes and continuous grades for secondary school students with up to 96% accuracy. The study of 4424 students demonstrates how AI can enable early identification of at-risk students and optimize educational resource allocation through data-driven predictions.