Conditional Entropy
Conditional entropy is a measure of the uncertainty of a random variable given another random variable. It is used to measure the amount of information that one random variable provides about the other. For example, knowing the value of one random variable allows us to make more accurate predictions about the other. Conditional entropy has applications in a wide variety of fields, including information theory, machine learning, economics, and biology. It is also used to quantify the overall uncertainty in a system, and to measure the complexity of a system. In addition, it is used to quantify the uncertainty of a prediction, which helps to optimize decisions.
← Journal of Model Based ResearchRelated Articles
1 journal(s) foundModel Based Research
ISSN: 2643-2811
Type: Open Access Journal
Editor: Yin-Quan Tang, Faculty of Health and Medical Sciences,
Taylor's University ·
School of Biosciences.
Journal of Model Based Research is an international Open access, peer reviewed journal which mainly concentrates on the mathematical, visual method of addressing problems associated with designing complex control processing, graphical and mathematical modeling of scientific models