t We consider the problem of causal structure learning in presence of latent confounders. We propose a hybrid method, MAG Max-Min Hill-Climbing
(M3HC) that takes as input a data set of continuous
variables, assumed to follow a multivariate Gaussian
distribution, and outputs the best fitting maximal ancestral graph. M3HC builds upon a previously proposed
method, namely GSMAG, by introducing a constraintbased first phase that greatly reduces the space of structures to investigate. We show on simulated data that
the proposed algorithm greatly improves on GSMAG,
and compares positively against FCI and cFCI, two well
known constraint-based approaches for causal-network
reconstruction in presence of latent confounders
%0 Generic
%1 tsirlis2017scoring
%A Tsirlis, K
%A Lagani, V
%A Triantafillou, S
%A Tsamardinos, I
%D 2017
%I 23rd ACM SIGKDD International Conference on Knowledge Discovery and Data Mining, Workshop on Causal Discovery (KDD)
%K mxmcausalpath
%T On Scoring Maximal Ancestral Graphs with the Max-Min Hill
Climbing Algorithm
%U http://nugget.unisa.edu.au/CD2017/papersonly/maxmin-r0.pdf
%X t We consider the problem of causal structure learning in presence of latent confounders. We propose a hybrid method, MAG Max-Min Hill-Climbing
(M3HC) that takes as input a data set of continuous
variables, assumed to follow a multivariate Gaussian
distribution, and outputs the best fitting maximal ancestral graph. M3HC builds upon a previously proposed
method, namely GSMAG, by introducing a constraintbased first phase that greatly reduces the space of structures to investigate. We show on simulated data that
the proposed algorithm greatly improves on GSMAG,
and compares positively against FCI and cFCI, two well
known constraint-based approaches for causal-network
reconstruction in presence of latent confounders
@conference{tsirlis2017scoring,
abstract = {t We consider the problem of causal structure learning in presence of latent confounders. We propose a hybrid method, MAG Max-Min Hill-Climbing
(M3HC) that takes as input a data set of continuous
variables, assumed to follow a multivariate Gaussian
distribution, and outputs the best fitting maximal ancestral graph. M3HC builds upon a previously proposed
method, namely GSMAG, by introducing a constraintbased first phase that greatly reduces the space of structures to investigate. We show on simulated data that
the proposed algorithm greatly improves on GSMAG,
and compares positively against FCI and cFCI, two well
known constraint-based approaches for causal-network
reconstruction in presence of latent confounders},
added-at = {2021-03-10T10:55:47.000+0100},
author = {Tsirlis, K and Lagani, V and Triantafillou, S and Tsamardinos, I},
biburl = {https://www.bibsonomy.org/bibtex/251782ff3d0021d9ae7b7229b39a55d75/mensxmachina},
interhash = {4731b83fe8b2f1f60eed63d178912109},
intrahash = {51782ff3d0021d9ae7b7229b39a55d75},
keywords = {mxmcausalpath},
publisher = {23rd ACM SIGKDD International Conference on Knowledge Discovery and Data Mining, Workshop on Causal Discovery (KDD)},
timestamp = {2021-03-10T10:55:47.000+0100},
title = {On Scoring Maximal Ancestral Graphs with the Max-Min Hill
Climbing Algorithm},
url = {http://nugget.unisa.edu.au/CD2017/papersonly/maxmin-r0.pdf},
year = 2017
}