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Methodology
← Core Methods
Machine Learning
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Core Methods
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Clustering
3615 directly classified papers
Papers per year
2000: 1
2001: 3
2002: 4
2003: 7
2004: 2
2005: 4
2006: 34
2007: 19
2008: 22
2009: 23
2010: 38
2011: 51
2012: 74
2013: 125
2014: 111
2015: 107
2016: 158
2017: 203
2018: 219
2019: 319
2020: 310
2021: 336
2022: 293
2023: 394
2024: 345
2025: 287
2026: 126
Papers
Learning Sum-Product Networks with Direct and Indirect Variable Interactions
ICML 2014
Demystifying Information-Theoretic Clustering
ICML 2014
Semi-Supervised Eigenvectors for Large-Scale Locally-Biased Learning
JMLR 2014
Bibliographic Analysis with the Citation Network Topic Model
ACML 2014
Capturing Semantically Meaningful Word Dependencies with an Admixture of Poisson MRFs
NIPS 2014
Belief propagation, robust reconstruction and optimal recovery of block models
COLT 2014
Feedforward Learning of Mixture Models
NIPS 2014
Automatic Discovery of Cognitive Skills to Improve the Prediction of Student Learning
NIPS 2014
Convex Optimization Procedure for Clustering: Theoretical Revisit
NIPS 2014
The More, the Merrier: the Blessing of Dimensionality for Learning Large Gaussian Mixtures
COLT 2014
Faster and Sample Near-Optimal Algorithms for Proper Learning Mixtures of Gaussians
COLT 2014
T-Linkage: A Continuous Relaxation of J-Linkage for Multi-Model Fitting
CVPR 2014
Dual-Space Decomposition of 2D Complex Shapes
CVPR 2014
Mode Estimation for High Dimensional Discrete Tree Graphical Models
NIPS 2014
Admixture of Poisson MRFs: A Topic Model with Word Dependencies
ICML 2014
Sensory Integration and Density Estimation
NIPS 2014
Spectral Methods meet EM: A Provably Optimal Algorithm for Crowdsourcing
NIPS 2014
Learning a Concept Hierarchy from Multi-labeled Documents
NIPS 2014
Hierarchical Quasi-Clustering Methods for Asymmetric Networks
ICML 2014
Clustering Partially Observed Graphs via Convex Optimization
JMLR 2014
Clustering Hidden Markov Models with Variational HEM
JMLR 2014
On a Theory of Nonparametric Pairwise Similarity for Clustering: Connecting Clustering to Classification
NIPS 2014
Clustering in the Presence of Background Noise
ICML 2014
K-means recovers ICA filters when independent components are sparse
ICML 2014
Optimal rates for k-NN density and mode estimation
NIPS 2014
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