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Original Articles

Ein stetigkeitssatz für einlinige wartemodelle der bedienungstheorie

Pages 103-111 | Published online: 27 Jun 2007

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M. Kotzturek & D. Stoyan. (1976) A quantitative continuity theorem for the mean stationary waiting time in GI/GI/1. Mathematische Operationsforschung und Statistik 7:4, pages 595-599.
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Helga Stoyan. (1973) Monotonie- und stetigkeitseigenschaften mehrliniger wartesysteme der bedienungstheorie. Mathematische Operationsforschung und Statistik 4:2, pages 155-163.
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Articles from other publishers (7)

Boualem Rabta, Ouiza Lekadir & Djamil Aïssani. 2021. Queueing Theory 1. Queueing Theory 1 259 291 .
B. Rabta & D. Aïssani. (2017) Perturbation Bounds for Markov Chains with General State Space. Journal of Mathematical Sciences 228:5, pages 510-521.
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I. S. Shiganov. (1986) A metric approach to investigation of the stability of P�lya theorem on characterization of the normal distribution. Journal of Soviet Mathematics 34:2, pages 1569-1577.
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I. Šiganov. 1983. Stability Problems for Stochastic Models. Stability Problems for Stochastic Models 227 237 .
Ward Whitt. 1974. Mathematical Methods in Queueing Theory. Mathematical Methods in Queueing Theory 307 350 .
Peter Franken & Dietrich Stoyan. (2006) Stabilitätssätze für eine Klasse homogener MARKOWscher Prozesse. Mathematische Nachrichten 61:1, pages 311-316.
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Dietrich Stoyan. (1972) Über einige Eigenschaften monotoner stochastischer Prozesse. Mathematische Nachrichten 52:1-6, pages 21-34.
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