Shift-coupling and a zero-one law for random walk in random environment Frank Den HollanderHermann Thorisson Part I: Coupling Pages: 37 - 50
On coupling of stochastic processes with embedded point processes Michail SverchkovVladimir Rykov Part I: Coupling Pages: 71 - 81
Coupling and convergence of random elements, processes, and regenerative processes Hermann Thorisson Part II: Coupling and Regeneration Pages: 85 - 107
Coupling for Markov renewal processes and the rate of convergence in ergodic theorems for processes with semi-Markov switchings Dmitrii S. Silvestrov Part II: Coupling and Regeneration Pages: 109 - 124
Two ergodicity criteria for stochastically recursive sequences A. BorovkovS. G. Foss Part II: Coupling and Regeneration Pages: 125 - 134
Blackwell's renewal theorem for certain linear submartingales and coupling Gerold Alsmeyer Part II: Coupling and Regeneration Pages: 135 - 150
Crossing and comparison of regenerative processes V. V. Kalashnikov Part II: Coupling and Regeneration Pages: 151 - 172
Topological conditions enabling use of harris methods in discrete and continuous time R. L. Tweedie Part III: Regeneration Pages: 175 - 188
Wide sense regenerative processes with applications to multi-channel queues and networks E. V. Morozov Part III: Regeneration Pages: 189 - 212
Some topics in regenerative steady-state simulation Peter W. Glynn Part III: Regeneration Pages: 225 - 236
Regenerative simulation of TES processes Søren AsmussenBenjamin Melamed Part III: Regeneration Pages: 237 - 260
Asymptotic expansions in sequential estimation for the first-order random coefficient autoregressive model: Regenerative approach Vsevolod K. Malinovskii Part III: Regeneration Pages: 261 - 281