Co-occurring keywords · papers mentioning both
Papers
A Nonparametric Bayesian Approach Toward Stacked Convolutional Independent Component Analysis
ICCV 2015
A Pseudo-Euclidean Iteration for Optimal Recovery in Noisy ICA
NeurIPS 2015
Causal Inference by Identification of Vector Autoregressive Processes with Hidden Components
ICML 2015
Deterministic Independent Component Analysis
ICML 2015
Max vs Min: Tensor Decomposition and ICA with nearly Linear Sample Complexity
COLT 2015
Rethinking LDA: Moment Matching for Discrete ICA
NeurIPS 2015
A Dual Algorithm for Olfactory Computation in the Locust Brain
NeurIPS 2014
An Extension of Slow Feature Analysis for Nonlinear Blind Source Separation
JMLR 2014
Estimating Dependency Structures for non-Gaussian Components with Linear and Energy Correlations
AISTATS 2014
K-means recovers ICA filters when independent components are sparse
ICML 2014
The More, the Merrier: the Blessing of Dimensionality for Learning Large Gaussian Mixtures
COLT 2014
Blind Signal Separation in the Presence of Gaussian Noise
COLT 2013
Efficient Learning of Simplices
COLT 2013
Fast Algorithms for Gaussian Noise Invariant Independent Component Analysis
NeurIPS 2013
Provable ICA with Unknown Gaussian Noise, with Implications for Gaussian Mixtures and Autoencoders
NeurIPS 2012
Topographic Analysis of Correlated Components
ACML 2012
Efficient coding of natural images with a population of noisy Linear-Nonlinear neurons
NeurIPS 2011
ICA with Reconstruction Cost for Efficient Overcomplete Feature Learning
NeurIPS 2011
Improving Policy Gradient Estimates with Influence Information
ACML 2011
On Causal Discovery with Cyclic Additive Noise Models
NeurIPS 2011
Structural equations and divisive normalization for energy-dependent component analysis
NeurIPS 2011
Estimation of a Structural Vector Autoregression Model Using Non-Gaussianity
JMLR 2010
-Nested Symmetric Distributions
JMLR 2010
Noise-contrastive estimation: A new estimation principle for unnormalized statistical models
AISTATS 2010
The Maximal Causes of Natural Scenes are Edge Filters
NeurIPS 2010