Mathematics & Optimization
19,283 papers (0 classified directly here)
Subtopics · a paper can sit in several, so these overlap
Papers per year
1
2
8
13
8
24
100
100
125
139
182
227
311
530
574
599
676
880
1,053
1,491
1,739
1,880
1,904
2,070
2,345
1,785
517
2000
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'25
Papers (including subtopics)
Computationally Efficient Nyström Approximation using Fast Transforms
ICML 2016
Computing and maximizing influence in linear threshold and triggering models
NeurIPS 2016
Computing Lower and Upper Bounds on the Probability of Causal Statements
PGM 2016
Conditional Dependence via Shannon Capacity: Axioms, Estimators and Applications
ICML 2016
Conformal Surface Alignment With Optimal Mobius Search
CVPR 2016
Consensus of Non-Rigid Reconstructions
CVPR 2016
Consistent Distribution-Free K-Sample and Independence Tests for Univariate Random Variables
JMLR 2016
Consistent Kernel Mean Estimation for Functions of Random Variables
NeurIPS 2016
Consistently Estimating Markov Chains with Noisy Aggregate Data
AISTATS 2016
Constraints Based Convex Belief Propagation
NeurIPS 2016
Context-Sensitive Inference Rule Discovery: A Graph-Based Method
COLING 2016
Contextual semibandits via supervised learning oracles
NeurIPS 2016
Control Functionals for Quasi-Monte Carlo Integration
AISTATS 2016
Controlling Bias in Adaptive Data Analysis Using Information Theory
AISTATS 2016
Controlling the distance to a Kemeny consensus without computing it
ICML 2016
Convergence guarantees for kernel-based quadrature rules in misspecified settings
NeurIPS 2016
Convergence of an Alternating Maximization Procedure
JMLR 2016
Convergence of Stochastic Gradient Descent for PCA
ICML 2016
Convex Block-sparse Linear Regression with Expanders – Provably
AISTATS 2016
Cooperative Graphical Models
NeurIPS 2016
Coordinated and Efficient Huge Page Management with Ingens
OSDI 2016
Coordinate-wise Power Method
NeurIPS 2016
Coordinating Multiple Disparity Proposals for Stereo Computation
CVPR 2016
Copeland Dueling Bandit Problem: Regret Lower Bound, Optimal Algorithm, and Computationally Efficient Algorithm
ICML 2016
Correlated-PCA: Principal Components' Analysis when Data and Noise are Correlated
NeurIPS 2016