محمد أحمد أنور محمد الشهاوى

البيانات الشخصية

-	Absorption probabilities for a random walk between two partially absorbing boundaries: I
-	Analytical inversion of general periodic tridiagonal matrices
-	On the gambler’s ruin problem for a finite Markov chain
-	Limit distribution of first hitting time of delayed random walk
-	On the frequency count for a random walk with absorbing boundaries: a carcinogenesis example. I
-	On inverses of tridiagonal matrices arising from Markov chain-random walk I
-	Trinomial random walk with one or two imperfect absorbing barriers
-	On a Markov chain roulette-type game
-	On a gambler's ruin problem
-	A semi-infinite random walk associated with the game of roulette
-	On Markov chain-gambler's ruin problem with ties allowed
-	Random walk probabilities in terms of Legendre polynomials
-	Erratum to “Computer aided solving the higher-order transition probability matrix of the finite Markov chain”[Appl. Math. Comput. 172 (2006) 267–285]
-	Errata: A Matrix with an application to the motion of an absorbing Markov chain. I.
-	A matrix with an application to the motion of an absorbing Markov chain. I.
-	An Application of Markov Random Walk to a Dialysis System
-	On the correlated ruin problem with boundaries
-	ON ABSORPTION PROBABILITIES RANDOM WALK