activity
20112019
most citedCausal Dependence Tree Approximations of Joint Distributions for Multiple Random Processes

6 citations · 9 across the 3 of their papers we have counts for

collaborators

8 papers

cs.IT2019

Direct and Indirect Effects -- An Information Theoretic Perspective

Gabriel Schamberg, William Chapman, Shang-Ping Xie +1

Information theoretic (IT) approaches to quantifying causal influences have experienced some popularity in the literature, in both theoretical and applied (e.g. neuroscience and cl…

cs.IT2019

On the Bias of Directed Information Estimators

Gabriel Schamberg, Todd P. Coleman

When estimating the directed information between two jointly stationary Markov processes, it is typically assumed that the recipient of the directed information is itself Markov of…

cs.IT20191 cited

Construction and Analysis of Posterior Matching in Arbitrary Dimensions via Optimal Transport

Diego A. Mesa, Rui Ma, Siva K. Gorantla +1

The posterior matching scheme, for feedback encoding of a message point lying on the unit interval over memoryless channels, maximizes mutual information for an arbitrary number of…

cs.IT2018

Measuring Sample Path Causal Influences with Relative Entropy

Gabriel Schamberg, Todd P. Coleman

We present a sample path dependent measure of causal influence between time series. The proposed causal measure is a random sequence, a realization of which enables identification…

cs.IT2018

A Sample Path Measure of Causal Influence

Gabriel Schamberg, Todd P. Coleman

We present a sample path dependent measure of causal influence between two time series. The proposed measure is a random variable whose expected sum is the directed information. A…

stat.CO20182 cited

Bayesian Lasso Posterior Sampling via Parallelized Measure Transport

Marcela Mendoza, Alexis Allegra, Todd P. Coleman

It is well known that the Lasso can be interpreted as a Bayesian posterior mode estimate with a Laplacian prior. Obtaining samples from the full posterior distribution, the Bayesia…