A first passage time problem for spectrally positive Lévy processes and its application to a dynamic priority queue
Year of publication: |
2013
|
---|---|
Authors: | Sarhangian, Vahid ; Balcıog˜lu, Barış |
Published in: |
Operations research letters. - Amsterdam [u.a.] : Elsevier, ISSN 0167-6377, ZDB-ID 720735-9. - Vol. 41.2013, 6, p. 659-663
|
Subject: | Lévy processes | Martingales | First passage time | Priority queues | Dynamic priority | Due-date scheduling | Stochastischer Prozess | Stochastic process | Warteschlangentheorie | Queueing theory | Scheduling-Verfahren | Scheduling problem | Martingal | Martingale | Optionspreistheorie | Option pricing theory | Derivat | Derivative |
-
Market completion with derivative securities
Schwarz, Daniel C., (2017)
-
Lowest priority waiting time distribution in an accumulating priority Lévy queue
Kella, Offer, (2017)
-
Adaptive risk hedging for call options under Cox-Ingersoll-Ross interest rates
Ghorbani, Niloofar, (2021)
- More ...
-
The dynamic nearest neighbor policy for the multi-vehicle pick-up and delivery problem
Sheridan, Patricia Kristine, (2013)
-
The impact of production time variability on make-to-stock queue performance
Sanajian, Nima, (2009)
-
A new renewal approximation for certain autocorrelated processes
Araghi, Mojtaba, (2008)
- More ...