We show that in power law random graphs, almost surely, the expected rate at which a random walk with lookahead discovers the nodes of the graph is ...

Abstract—We show that in power law random graphs,. a.s., the expected rate at which a random walk with lookahead discovers the nodes of the graph is sublinear.

We show that in power law random graphs, almost surely, the expected rate at which a random walk with lookahead discovers the nodes of the graph is sublinear.

Mihail, Milena, Prasad Tetali, and Amin Saberi. 2006. “Random Walks with Lookahead on Power Law Random Graphs.” Internet Mathematics 3 (2).

By Milena Mihail, Prasad Tetali & 1 more. We show that in power law random graphs, almost surely, the expected rate at which a random walk with lookahead ...

We show that in power law random graphs, almost surely, the expected rate at which a random walk with lookahead discovers the nodes of the graph is sublinear.

We show that in power law random graphs, almost surely, the expected rate at which a random walk with lookahead discovers the nodes of the graph is sublinear.

We pose a new and intriguing question motivated by distributed computing regarding random walks on graphs: How long does it take for several independent random ...

Introduction. Random graphs with degree sequences exhibiting power law properties have been studied by many authors and in many contexts. Recent interest.

We study properties of multiple random walks on a graph under various assumptions of interaction between the particles. To give precise results, we make the ...