We analyse the following random walk process inspired by the power-of-two-choice paradigm: starting from a given vertex, at each step, unlike the simple random walk (SRW) that always moves to a randomly chosen neighbour, we have the choice between two uniformly and independently chosen neighbours. We call this process the choice random walk (CRW). We first prove that for any graph, there is a strategy for the CRW that visits any given vertex in expected tim
The “power of choice” has been shown to radically alter the behavior of a number of randomized algo...
How much can an imperfect source of randomness aect an algorithm? We examine several simple question...
We investigate diverse random-walk strategies for searching networks, especially multiple random wal...
We analyse the following random walk process inspired by the power-of-two-choice paradigm: starting ...
We analyse the following random walk process inspired by the power-of-two-choice paradigm: starting ...
We apply the power-of-two-choices paradigm to a random walk on a graph: rather than moving to a unif...
We apply the power-of-two-choices paradigm to a random walk on a graph: rather than moving to a uni...
The Random Walk with d Choice RWC (d) is a recently proposed variation of the simple Random Walk tha...
We study the biased random walk where at each step of a random walk a “controller” can, with a certa...
This work investigates a paths-based statistical physics formalism, inspired from the bag-of-paths f...
International audienceConsider the random walk on graphs such that, at each step, the next visited v...
We study the biased random walk where at each step of a random walk a ``controller'' can, with a cer...
Consider the random walk on graphs such that, at each step, the next visited vertex is a neighbor of...
We study a random walk that prefers to use unvisited edges in the context of random cubic graphs, i....
A simple random walk on a graph is a sequence of movements from one vertex to another where at each ...
The “power of choice” has been shown to radically alter the behavior of a number of randomized algo...
How much can an imperfect source of randomness aect an algorithm? We examine several simple question...
We investigate diverse random-walk strategies for searching networks, especially multiple random wal...
We analyse the following random walk process inspired by the power-of-two-choice paradigm: starting ...
We analyse the following random walk process inspired by the power-of-two-choice paradigm: starting ...
We apply the power-of-two-choices paradigm to a random walk on a graph: rather than moving to a unif...
We apply the power-of-two-choices paradigm to a random walk on a graph: rather than moving to a uni...
The Random Walk with d Choice RWC (d) is a recently proposed variation of the simple Random Walk tha...
We study the biased random walk where at each step of a random walk a “controller” can, with a certa...
This work investigates a paths-based statistical physics formalism, inspired from the bag-of-paths f...
International audienceConsider the random walk on graphs such that, at each step, the next visited v...
We study the biased random walk where at each step of a random walk a ``controller'' can, with a cer...
Consider the random walk on graphs such that, at each step, the next visited vertex is a neighbor of...
We study a random walk that prefers to use unvisited edges in the context of random cubic graphs, i....
A simple random walk on a graph is a sequence of movements from one vertex to another where at each ...
The “power of choice” has been shown to radically alter the behavior of a number of randomized algo...
How much can an imperfect source of randomness aect an algorithm? We examine several simple question...
We investigate diverse random-walk strategies for searching networks, especially multiple random wal...