MRPC: An R Package for Inference of Causal Graphs

被引:1
|
作者
Badsha, Md Bahadur [1 ,4 ]
Martin, Evan A. [2 ]
Fu, Audrey Qiuyan [1 ,3 ]
机构
[1] Univ Idaho, Inst Modeling Collaborat & Innovat, Moscow, ID 83843 USA
[2] Univ Idaho, Grad Program Bioinformat & Computat Biol, Moscow, ID 83843 USA
[3] Univ Idaho, Dept Math & Stat Sci, Inst Bioinformat & Evolutionary Studies, Moscow, ID 83843 USA
[4] Sera Prognost Inc, Salt Lake City, UT 84109 USA
关键词
causal inference; graphical models; networks; principle of Mendelian randomization; gene regulatory networks; R package; MENDELIAN RANDOMIZATION;
D O I
10.3389/fgene.2021.651812
中图分类号
Q3 [遗传学];
学科分类号
071007 ; 090102 ;
摘要
Understanding the causal relationships between variables is a central goal of many scientific inquiries. Causal relationships may be represented by directed edges in a graph (or equivalently, a network). In biology, for example, gene regulatory networks may be viewed as a type of causal networks, where X -> Y represents gene X regulating (i.e., being causal to) gene Y. However, existing general-purpose graph inference methods often result in a high number of false edges, whereas current causal inference methods developed for observational data in genomics can handle only limited types of causal relationships. We present MRPC (a PC algorithm with the principle of Mendelian Randomization), an R package that learns causal graphs with improved accuracy over existing methods. Our algorithm builds on the powerful PC algorithm (named after its developers Peter Spirtes and Clark Glymour), a canonical algorithm in computer science for learning directed acyclic graphs. The improvements in MRPC result in increased accuracy in identifying v-structures (i.e., X -> Y <- Z), and robustness to how the nodes are arranged in the input data. In the special case of genomic data that contain genotypes and phenotypes (e.g., gene expression) at the individual level, MRPC incorporates the principle of Mendelian randomization as constraints on edge direction to help orient the edges. MRPC allows for inference of causal graphs not only for general purposes, but also for biomedical data where multiple types of data may be input to provide evidence for causality. The R package is available on CRAN and is a free open-source software package under a GPL (>= 2) license.
引用
收藏
页数:11
相关论文
共 50 条
  • [1] Robust causal inference using directed acyclic graphs: the R package 'dagitty'
    Textor, Johannes
    van der Zander, Benito
    Gilthorpe, Mark S.
    Liskiewicz, Maciej
    Ellison, George T. H.
    [J]. INTERNATIONAL JOURNAL OF EPIDEMIOLOGY, 2016, 45 (06) : 1887 - 1894
  • [2] Causal Inference Using Graphical Models with the R Package pcalg
    Kalisch, Markus
    Maechler, Martin
    Colombo, Diego
    Maathuis, Marloes H.
    Buehlmann, Peter
    [J]. JOURNAL OF STATISTICAL SOFTWARE, 2012, 47 (11): : 1 - 26
  • [3] CWGCNA: an R package to perform causal inference from the WGCNA framework
    Liu, Yu
    [J]. NAR GENOMICS AND BIOINFORMATICS, 2024, 6 (02)
  • [4] R Package multiPIM: A Causal Inference Approach to Variable Importance Analysis
    Ritter, Stephan J.
    Jewell, Nicholas P.
    Hubbard, Alan E.
    [J]. JOURNAL OF STATISTICAL SOFTWARE, 2014, 57 (08): : 1 - 29
  • [5] CIMTx: An R Package for Causal Inference with Multiple Treatments using Observational Data
    Hu, Lianyuan
    Ji, Jiayi
    [J]. R JOURNAL, 2022, 14 (03): : 213 - 230
  • [6] Fundamentals of Causal Inference With R
    Tai, An-Shun
    Lin, Sheng-Hsuan
    [J]. BIOMETRICS, 2022, 78 (04) : 1714 - 1715
  • [7] Fundamentals of Causal Inference with R
    Ghosh, Debashis
    [J]. INTERNATIONAL STATISTICAL REVIEW, 2022,
  • [8] Fundamentals of Causal Inference with R
    Ghosh, Debashis
    [J]. INTERNATIONAL STATISTICAL REVIEW, 2022, 90 (01) : 185 - 186
  • [9] Causal ML: Python']Python package for causal inference machine learning
    Zhao, Yang
    Liu, Qing
    [J]. SOFTWAREX, 2023, 21
  • [10] Fundamentals of Causal Inference: With R
    Ye, Ting
    Brumback, Babette A.
    [J]. JOURNAL OF THE AMERICAN STATISTICAL ASSOCIATION, 2024, 119 (545) : 790 - 791