Premagic and Ideal Flow Matrices

Published 26 Jun 2017 in math.CO | (1706.08856v2)

Abstract: Several interesting properties of a special type of matrix that has a row sum equal to the column sum are shown with the proofs. Premagic matrix can be applied to strongly connected directed network graph due to its nodes conservation flow. Relationships between Markov Chain, ideal flow and random walk on directed graph are also discussed.

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Authors (1)

Kardi Teknomo

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