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Random Walks on Graphs Explained by Arindam is a document available to read on EtoBox.
This document discusses random walks on graphs. It defines a graph as a set of vertices connected by edges, and a random walk as a sequence of adjacent vertices on a graph as an object moves from vertex to vertex. The probability of moving from one vertex to an adjacent vertex is based on the degree of the starting vertex. This process can be modeled by a Markov matrix, where the entries represent the probability of a random walk of a given length ending at a particular vertex. The steady-state vector obtai
- Author
- Arindam
- Language
- EN