What is another word for right stochastic matrix?
Pronunciation: [ɹˈa͡ɪt stət͡ʃˈastɪk mˈe͡ɪtɹɪks] (IPA) 
A right stochastic matrix is a matrix whose columns have values that add up to 1. The term is commonly used in mathematics and statistics, and is also known as a Markov matrix, a probability transition matrix, or a stochastic matrix in general. Other synonyms for this term include row-normalized matrix, left stochastic matrix, and column-stochastic matrix. Essentially, these terms all refer to matrices where the rows or columns have been scaled to add up to 1, representing a probability distribution in some context. These matrices are useful for modeling various phenomena such as random walks, population dynamics, and network traffic flow.
