Latest Research in Machine Learning
40 research papers · 2026 median publication year
Top Research Topics in Machine Learning
- Numerical Analysis — 10 papers
- Machine Learning — 4 papers
- Probability — 3 papers
- Statistics Theory — 3 papers
- Systems and Control — 2 papers
- Model Reduction and Neural Networks — 2 papers
- Information Theory — 2 papers
- Optimization and Control — 1 papers
- Analysis of PDEs — 1 papers
- Classical Analysis and ODEs — 1 papers
Highest-Cited Papers
- The BAR-SOT Method: Long-term Average Cost Control as Stochastic Optimal Self-Transport
- Mean Square Error Analysis of Stochastic Runge-Kutta Integrators
- Amnesic Elephant Random Walk with Polynomially Decaying Step Sizes
- Global front solutions converging to an asymptotic traveling wave in a time-fractional Amari model
- On the computational cost of Stochastic Gradient Langevin Dynamics
- Certified Spherical MUSIC for 3D Localization under Adversarial Subspace Perturbations
- Informativity and Identifiability for Identification of Networks of Dynamical Systems
- Telegraph Processes with Extrinsic Fluctuations: Burst Dynamics and an Application to Domestic Cat Activity
- Liquid-State Mathematics: Decoupling Combinatorial Complexity via Continuous Relational Fields and Concurrent Topological Flow
- A Convergence Framework for Energy Minimization of Linear Self-Adjoint Elliptic PDEs in Nonlinear Approximation Spaces
- Dynamical Clustering and its Limiting Differential Equations
- Scalable s-step Preconditioned Conjugate Gradient with Chebyshev Basis and Gauss-Seidel Gram Solve
- Observable functions of rational ODE models and how to find them
- Target-adapted Green-Bessel SVGD: uniform-in-time propagation of chaos and last-iterate consistency
- The Price of Sparsity: Sufficient Conditions for Sparse Recovery using Sparse and Sparsified Measurements
- Geometric multiscale analysis via nonstationary subdivision schemes
- Hyperparameter Selection via Early Stopping for Bayesian Semilinear PDEs
- Hölder-Logarithmic Stability and Convergence Rates for an Inverse Random Source Problem
- Recovering linear images of sparse signals from indirect observations
- Computing accurate singular values using a mixed-precision one-sided Jacobi algorithm