Latest Research in Numerical Analysis

38 research papers · 0.0 average citations · 2026 median publication year

Top Research Topics in Numerical Analysis

Highest-Cited Papers

  1. Robust, randomized preconditioning for kernel ridge regression (1 citations)
  2. Incremental Column Subset Selection via Conditional Determinantal Point Processes
  3. Matching Multi-Loop Complexities with a Single Loop: Optimal Optimization Stationarity and Best-Known Game Stationarity in Nonconvex--Concave Minimax Optimization
  4. Restart-Free Oracle-Efficient Methods for Strongly Convex Composite Optimization
  5. Collect, Commit, Expand: Efficient CPQR-Based Column Selection for Extremely Wide Matrices
  6. Level-Set Geometry and the Theoretical Performance of PDHG for Conic Linear Optimization
  7. Adaptive Schauder Stochastic Mirror Descent in Banach Spaces
  8. Toland duality and particle approximations for signed Wasserstein barycenters
  9. Symmetric and Asymmetric Trends in Sparse Tucker Decomposition Based on Plithogenic Neutrosophic Hypersoft Sets: A Bibliometric and Conceptual Review
  10. Revisiting Proximal Bundle Methods: Improved Rates under H{ö}lder Smoothness
  11. Sharp bounds for stochastic proximal and projection estimators via radial dominance
  12. Minimax properties of gamma kernel density estimators under $L^p$ loss and $β$-Hölder smoothness of the target
  13. Inexact and Stochastic Gradient Optimization Algorithms with Inertia and Hessian Driven Damping
  14. Projection-Free Non-Smooth Convex Programming
  15. A family of spectral conjugate gradient algorithms derived by least-squares approximations based on a modified quasi--Newton update with application to a revised robust binary classification model
  16. Diversity of EML-type operators
  17. Martingale central limit theorems in $p$-Wasserstein distance
  18. ADMM and Linearized ADMM for Weakly Convex Minimization
  19. Fast Algorithms for Sparse PCA and Robust Sparse Estimation
  20. The Unseen Species Problem Revisited
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L3 Region - - 2026 Sep Q3

Numerical Analysis

38 papers

Top Topics (10)

Optimization and Control22
Numerical Analysis3
Statistics Theory3
Information Theory2
Sparse and Compressive Sensing Techniques1
Tensor decomposition and applications1
Symbolic Computation1
Probability1
Data Structures and Algorithms1
Risk Management1

Top Publications (20)

1.Robust, randomized preconditioning for kernel ridge regression1c2.Incremental Column Subset Selection via Conditional Determinantal Point Processes3.Matching Multi-Loop Complexities with a Single Loop: Optimal Optimization Stationarity and Best-Known Game Stationarity in Nonconvex--Concave Minimax Optimization4.Restart-Free Oracle-Efficient Methods for Strongly Convex Composite Optimization5.Collect, Commit, Expand: Efficient CPQR-Based Column Selection for Extremely Wide Matrices6.Level-Set Geometry and the Theoretical Performance of PDHG for Conic Linear Optimization7.Adaptive Schauder Stochastic Mirror Descent in Banach Spaces8.Toland duality and particle approximations for signed Wasserstein barycenters9.Symmetric and Asymmetric Trends in Sparse Tucker Decomposition Based on Plithogenic Neutrosophic Hypersoft Sets: A Bibliometric and Conceptual Review10.Revisiting Proximal Bundle Methods: Improved Rates under H{ö}lder Smoothness11.Sharp bounds for stochastic proximal and projection estimators via radial dominance12.Minimax properties of gamma kernel density estimators under $L^p$ loss and $β$-Hölder smoothness of the target13.Inexact and Stochastic Gradient Optimization Algorithms with Inertia and Hessian Driven Damping14.Projection-Free Non-Smooth Convex Programming15.A family of spectral conjugate gradient algorithms derived by least-squares approximations based on a modified quasi--Newton update with application to a revised robust binary classification model16.Diversity of EML-type operators17.Martingale central limit theorems in $p$-Wasserstein distance18.ADMM and Linearized ADMM for Weakly Convex Minimization19.Fast Algorithms for Sparse PCA and Robust Sparse Estimation20.The Unseen Species Problem Revisited
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