- Sigman, K. (1988). Regeneration in Tandem Queues with Multi-Server Stations.
*Journal of Applied Probability*,**25**, 391-403. - Sigman, K. (1988). Queues as Harris Recurrent Markov Chains.
*Queueing Systems (QUESTA)*,**3**, 179-198. - Sigman, K. (1989). Notes on the Stability of Closed Queueing Networks.
*Journal of Applied Probability*,**26**, 678-682 [Correction: (1990),**27**]. - Chao, X., M. Pinedo and K. Sigman, (1989).
On the Interchangeability and Stochastic Ordering
of Exponential Queues in Tandem with Blocking,
*Probability in the Engineering and Informational Sciences (PEIS)*,**3**, 223-236. - Sigman, K., (1990). One-Dependent Regenerative Processes
and Queues in Continuous Time,
*Mathematics of Operations Research*,**15**, 175-189. - Sigman, K., (1990). The Stability of Open Queueing Networks,
*Stochastic Processes and their Applications*,**35**,11-25. - Sigman, K.(1991). A Note On A Sample-Path Rate
Conservation Law and its Relationship with
H= l G.
*Advances in Applied Probability*,**23**, 662-665. - Gelenbe, E., P. Glynn and K. Sigman, (1991).
Queues with Negative Arrivals,
*Journal of Applied Probability*,**28**, 245-250. - Sigman, K. (1992). Light Traffic For
Work-Load In Queues.
*Queueing Systems (QUESTA)*,**4**, 429-442. - Browne, S. and K. Sigman (1992) .
Work-Modulated Queues with Applictions to
Storage Processes.
*Journal of Applied Probability*,**3**, 699-712. - Glynn, P. and K. Sigman, (1992).
Uniform Cesaro Limit
theorems for Synchronous
Processes with Applications to Queues.
*Stochastic Processes and their Applications*,**40**, 29-44. - Sigman, K. and G. Yamazaki (1992).
Fluid Models with Burst Arrivals:
A Sample-Path Analysis.
*Probability in the Engineering and Informational Sciences (PEIS)*,**6**, 17-27. - Sigman, K., and D. Simchi-Levi (1992).
A Light Traffic Heuristic for an
M/G/1 Queue with Inventory.
*Annals of Operations Research*,**40**, 371-380. - Yamazaki, G., K. Sigman and M. Miyazawa (1992).
Moments in Infinite Channel Queues.
*Computers and Mathematics with Applications*,**24, 1/2**, 1-6. - Kiang, S. and K. Sigman (1992).
Burst Fluid Models with General Flow and Process
Rates.(Technical Report, Columbia University,
Department of IEOR)
- Bardhan, I., and K. Sigman (1993).
Rate Conservation Law for Stationary Semimartingales.
*Probability in the Engineering and Informational Sciences (PEIS)*,**7**,1-17. - Sigman, K. and R. Wolff (1993).
A Review of Regenerative Processes.
*SIAM Review*,**2**, 269-288. - Sigman, K. and D. Yao. (1993)
Finite Moments for Inventory Processes.
*Annals of Applied Probability*,**3**,765-778. - Bardhan, I. and K. Sigman (1994).
Stationary regimes for inventory processes.
*Stochastic Processes and their Applications*,**56**, 77-86. - Sigman, K., Thorisson, H. and R.W. Wolff (1994).
A note on the existence of regeneration times.
*J. of Applied Probability*,**31**,1116-1122. - Asmussen, S. and K. Sigman (1996).
Monotone Stochastic Recursions and their Duals.
*Probability in the Engineering and Informational Sciences (PEIS)*,**10**, 1-20. - Jain, G. and K. Sigman (1996) .
A Polleczek-Khintchine Formulation for
M/G/1 Queues with Disasters.
*Journal of Applied Probability*,**33**, 1191-1200. - Jain, G. and K. Sigman (1996) .
Generalizing the Polleczek-Khintchine Formula to Account for Arbitrary Work Removal.
*Probability in the Engineering and Informational Sciences (PEIS)***10**, 519-531. - Sigman, K. (1996) .
Queues Under Preemptive LIFO and Ladder Height Distributions for Risk Processes: A Duality.
*Stochastic Models*,**12,4**, 725-736. - P. Glasserman, K. Sigman and D. Yao (Editors) (1996).
Stochastic Networks: Stability and Rare Events.
*Springer Lecture Notes in Statistics*,**117**, Springer-Verlag, New York. - A. Scheller-Wolf and K. Sigman (1997) .
Delay Moments for FIFO GI/GI/s Queues.
*Queueing Systems (QUESTA)*(to appear) - A. Scheller-Wolf and K. Sigman (1997) .
New Bounds for Expected Delay in FIFO GI/GI/c Queues
*Queueing Systems (QUESTA)*,**25**, 77-96. - Boucherie, R.J., Boxma, O. and K. Sigman (1997). A note on negative customers, GI/G/ workload, and risk processes
*Probability in the Engineering and Informational Sciences (PEIS)*,**10**, 305-311. - P. Glynn and K. Sigman (1999).
Independent Sampling of a Stochastic Process
*Stoch. Proc. Appls.*,**74**, 151-164. - A. Scheller-Wolf and K. Sigman (1998) .
Moments in Tandem Queues.
*Operations Research*,**46**, 378-380. - Asmussen, S., Kluppelberg, C, and K. Sigman (1999). Sampling at subexponential times, with queueing applications
*Stoch. Proc. Appls.*,**79**, 265-286. - T. Huang and K. Sigman (1999). Steady-state asymptotics for tandem, split-match and other feedforward queues with heavy-tailed service
*Queueing Systems (QUESTA)*,**33**, 233-260. - K. Sigman (1999). A Primer on heavy-tailed distributions
*Queueing Systems (QUESTA)*,**33**, 261-275. - B. Bl aszczyszyn and K. Sigman (1999). Risk and Duality in Multidimensions
*Stoch. Proc. Appls.*,**83**, 331-356. - K. Sigman (1999)(Guest Editor). Special Volume on Queues with Heavy-tailed Distributions
*Queueing Systems (QUESTA)*,**33**. - R. Ryan and K. Sigman (2000). Continuous-time monotone stochastic recursions and duality
*Adv. Appl. Prob*,**32**,426-445. - R. Erikson and K. Sigman (2000). A simple stochastic model for close US presidential elections.
- R. Erikson and K. Sigman (2000). Gore favored in the Electoral College.
- R. Erikson and K. Sigman (2000). A dead heat and the Electoral College (Bush verus Gore).
- M. Miyazawa, G. Nieuwenhuis, and K. Sigman (2000). Palm theory for random
time changes, JAMSA, 14, 55-74.
- Mor Harchol-Balter, K. Sigman and Adam Wierman (2002). Asymptotic Convergence of Scheduling Policies with respect to
Slowdown.
*Performance Evaluation*,**49**, 241-256. International Symposium on Computer Modeling, Measurement and Evaluation. - L. Munasinghe and K. Sigman (2004). A hobo syndrome? Mobility, wages, and job turnover.
*Labour Economics*,**11**, 191-218. - M. Nakayama, P. Shahabuddin, and K. Sigman (2004). On finite exponential moments for branching processes and busy periods for queues.
*Journal of Applied Probability (Special Volume)*,**41A**, 273-280. - G. Iyengar and K. Sigman (2004). Exponential Penalty Function Control of
Loss networks.
*Annals of Applied Probability*,**14**, 1698-1740. - K. Sigman (2004) Queueing theory.
*Encyclopedia of Actuarial Science (EoAS)*,**3**, 1357-1361 - J. Cosyn and K. Sigman (2004). Stochastic networks:
admission and routing using penalty functions.
*Queueing Systems (QUESTA)*,**48**, 237-262. - J. Cosyn and K. Sigman (2004). Admission control of the infinite server queue with applications to bandwidth control (submitted).
- K. Sigman (2006). Stationary marked point processes.
(Contributed invited chapter in
*Springer Handbook of Engineering Statistics (Part A)*, Springer-Verlag. - K. Sigman and U. Yechiali (2007). Stationary remaining service time conditional on queue length.
*Operations Research Letters*,**35**, 581-583. -
Harchol Balter, Varun Gupta, K. Sigman and W. Whitt (2007). Analysis of join-the-shortest-queue routing for web server farms.
*Performance Eval.*,**64**, 1062-1081. -
K. Sigman and W. Whitt (2011). Heavy-traffic limits for nearly deterministic queues.
*Journal of Applied Probability*,**48**, 657-678. -
K. Sigman and W. Whitt (2011) Heavy-traffic limits for nearly deterministic queues II: Stationary distributions.
*Queueing Systems*,**69**, 145-173. - K. Sigman (2011).
Exact simulation of the stationary distribution of the FIFO M/G/c queue.
*Journal of Applied Probability*,**48A**,209-216. -
J. Blanchet and K. Sigman (2011). On Exact Sampling of Stochastic Perpetuities.
*Journal of Applied Probability*,**48A**, 165-182. -
V. Goyal and K. Sigman (2011) On simulating a class of Bernstein polynomials.
*ACM Transactions on Modeling and Computer Simulation (TOMACS)*,**22**, Issue 2. Article 12. - K. Sigman (2012). Exact simulation of the stationary distribution of the FIFO M/G/c queue: The general case for ρ < c.
*Queueing Systems*,**70**,37-43 - K. Sigman (2013). Using the M/G/1 Queue Under Processor Sharing for Exact Simulation of Queues.
*Annals of Operations Research*. June 2013 - Marcus Ang, Karl Sigman, Jing-Sheng Song, Hanqin Zhang (2017).
Closed- Form Approximations for Optimal (r,q) and (S,T)
Policies in a Parallel Processing Environment.
*Operations Research*.**65(5)**,1414 - 1428. - K. Sigman and W. Whitt (2019) Marked Point Processes in Discrete Time.
*Queueing Systems*,**92(1)**,47-81. -
J. Blanchet, Y. Pei, K. Sigman (2019), Exact sampling for some multi-dimensional queueing models with renewal input.
*Adv. Appl. Probab.*,**51**,1179-1208. -
R. Erikson, K. Sigman and Linan Yao (2020). Electoral College Bias and the 2020 Presidential Election.
*Proceedings of the National Academy of Sciences (PNAS).***45**,27940-27944. - J. Bergquist and K. Sigman (2022). Stationary workload and service
times for some non-work-conserving M/G/1 preemptive LIFO queues.
*Stochastic Models*,**38(4)**,5515-544. - E. Gelenbe and K. Sigman (May 2022). IoT Traffic Shaping and the Massive Access Problem.
*IEEE ICC. Conference Proceeding (Seoul, Korea).* - K. Sigman (2022). Comparing backwards and forwards random walk maxima.
*Queueing Systems*,**100**,349-351. - J. Bergquist, E. Gelenbe and K. Sigman (submitted for publication Fall 2023). On an Adaptive-Quasi-Deterministic Transmission Policy Queueing Model.