Add to ORKGWe study Nordhaus-Gaddum problems for Kemeny's constant $\mathcal{K}(G)$ of a connected graph $G$. W...
summary:We consider an accessibility index for the states of a discrete-time, ergodic, homogeneous M...
For an irreducible stochastic matrix T, the Kemeny constant K(T) measures the expected time to mixi...
In their 1960 book on finite Markov chains, Kemeny and Snell established that a certain sum is invar...
A quantity known as the Kemeny constant, which is used to measure the expected number of links that...
In a finite m-state irreducible Markov chain with stationary probabilities {πi} and mean first passa...
A quantity known as the Kemeny constant, which is used to measure the expected number of links that ...
International audienceAbstract For continuous-time ergodic Markov processes, the Kemeny time τ ∗ is ...
We revisit Kemeny's constant in the context of Web navigation, also known as "surfing." We generaliz...
Given an irreducible stochastic matrix M, Kemeny’s constant K(M) measures the expected time for the ...
Questions are posed regarding the influence that the column sums of the transition probabilities of ...
Questions are posed regarding the influence that the column sums of the transition probabilities of ...
AbstractFor an irreducible stochastic matrix T, the Kemeny constant K(T) measures the expected time ...
Abstract. Suppose that A is an irreducible stochastic matrix of order n, and denote its eigen-values...
On trees of fixed order, we show a direct relation between Kemeny's constant and Wiener index, and p...
We study Nordhaus-Gaddum problems for Kemeny's constant $\mathcal{K}(G)$ of a connected graph $G$. W...
summary:We consider an accessibility index for the states of a discrete-time, ergodic, homogeneous M...
For an irreducible stochastic matrix T, the Kemeny constant K(T) measures the expected time to mixi...
In their 1960 book on finite Markov chains, Kemeny and Snell established that a certain sum is invar...
A quantity known as the Kemeny constant, which is used to measure the expected number of links that...
In a finite m-state irreducible Markov chain with stationary probabilities {πi} and mean first passa...
A quantity known as the Kemeny constant, which is used to measure the expected number of links that ...
International audienceAbstract For continuous-time ergodic Markov processes, the Kemeny time τ ∗ is ...
We revisit Kemeny's constant in the context of Web navigation, also known as "surfing." We generaliz...
Given an irreducible stochastic matrix M, Kemeny’s constant K(M) measures the expected time for the ...
Questions are posed regarding the influence that the column sums of the transition probabilities of ...
Questions are posed regarding the influence that the column sums of the transition probabilities of ...
AbstractFor an irreducible stochastic matrix T, the Kemeny constant K(T) measures the expected time ...
Abstract. Suppose that A is an irreducible stochastic matrix of order n, and denote its eigen-values...
On trees of fixed order, we show a direct relation between Kemeny's constant and Wiener index, and p...
We study Nordhaus-Gaddum problems for Kemeny's constant $\mathcal{K}(G)$ of a connected graph $G$. W...
summary:We consider an accessibility index for the states of a discrete-time, ergodic, homogeneous M...
For an irreducible stochastic matrix T, the Kemeny constant K(T) measures the expected time to mixi...