马尔可夫毯
变量(数学)
因果结构
因果模型
计算机科学
鉴定(生物学)
马尔可夫链
工具变量
隐变量理论
机器学习
班级(哲学)
人工智能
有向无环图
马尔可夫模型
数学
算法
变阶马尔可夫模型
统计
数学分析
物理
植物
量子力学
量子
生物
出处
期刊:Neural Information Processing Systems
日期:2015-12-07
卷期号:28: 2512-2520
被引量:27
摘要
We focus on the discovery and identification of direct causes and effects of a target variable in a causal network. State-of-the-art causal learning algorithms generally need to find the global causal structures in the form of complete partial directed acyclic graphs (CPDAG) in order to identify direct causes and effects of a target variable. While these algorithms are effective, it is often unnecessary and wasteful to find the global structures when we are only interested in the local structure of one target variable (such as class labels). We propose a new local causal discovery algorithm, called Causal Markov Blanket (CMB), to identify the direct causes and effects of a target variable based on Markov Blanket Discovery. CMB is designed to conduct causal discovery among multiple variables, but focuses only on finding causal relationships between a specific target variable and other variables. Under standard assumptions, we show both theoretically and experimentally that the proposed local causal discovery algorithm can obtain the comparable identification accuracy as global methods but significantly improve their efficiency, often by more than one order of magnitude.
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