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David Perry 
 Chairman of The Department

Address:  Department of Statistics, University of Haifa
                Haifa, Israel 31905
Tel:          972-4-8249153      Fax:        972-4-8253849
 E. mail:  dperry@stat.haifa.ac.il
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     Higher Education
  • Ph.D.  Technion, 1983.
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    Research Papers in Recent Years

1999

  1. D. Perry. "An Optional Sampling Control of Shelf Life for a Perishable Inventory System". Operations Research. 47(6), 966-973.

  2. S. Zacks, D. Perry, D. Bshouty and S. K. Bar-Lev. "Distributions of Stopping Times for Compound Poisson Processes with Positive Jumps and Linear Boundaries". Stochastic Models. 15, 89-101.

  3. D. Perry, W. Stadje and S. Zacks. "First Exit Times for Increasing Compound Processes with Positive Drift". Stochastic Models. 15(5), 977-992.

  4. O. J. Boxma, D. Perry and F. V. Duyn Schouten. "Fluid Queues and Mountain Processes". Probability in the Engineering and Informational Sciences. 13, 407-427.

  5. D. Perry and W. Stadje. "Perishable Inventory Systems with Impatient Demands". Mathematical Methods of Operations Research. 50, 77-90.

  6. D. Perry and W. Stadje. "Heavy Traffic Analysis of a Queueing System with Bounded Capacity for Two Types of Customers". Journal of Applied Probability. 36, 1155-1166.

  7. D. Perry, W. Stadje and S. Zacks. "Some Contribution to the Theory of First-Exit Times of Some Compound Processes in Queueing Theory". Queueing Systems. 33, 369-379.

2000

  1. D. Perry and W. Stadje. "Risk Analysis for a Cash Management Model with Two Types of Customers". Insurance; Mathematics, and Economics. 26, 25-36.

  2. D. Perry and W. Stadje. "An Inventory System for Perishable Items with By-Products". Mathematical Methods of Operations Research. 51, 287-300.

  3. D. Perry and M. J. M. Posner. "A Correlated M/G/l-Type Queue with Randomized Server Repair and Maintenance Modes." Operations Research Letters. 26(3), 137-147.

  4. D. Perry and W. Stadje. "Inventory Systems for Goods with Censor Random Lifetimes". Operations Research Letters. 27(1), 21-27.

  5. D. Perry. "Stopping Problems for Compound Processes with Applications to Queues". Journal of Statistical Planning and Inference. 91, 65-75.

2001

  1. D. Perry. "Control Limit Policies in a Replacement Model with Additive Phase-Type Distributed Damage and Linear Restoration". Operations Research Letters. 27(3), 127-134.

  2. O. J. Boxma and D. Perry. "A Queueing Model with Dependence Between Service and Interarrival Times". European Journal of Operational Research. 128(3), 611-624.

  3. D. Perry, W. Stadje and S. Zacks. "First Exit Times for Poisson Shot Noise". Stochastic Models. 17(1), 25-37.

  4. D. Perry and W. Stadje and S. Zacks. "Busy Period Analysis for M/G/l and G/M/l-Type Queues with Restricted Accessibility". Operations Research Letters. 27(4), 163-174.

  5. D. Perry and W. Stadje. "The Busy Cycle of a Reflected Superposition of Brownian Motion and a Compound Poisson Process". Journal of Applied Probability. 38(1), 255-261.

  6. O. J. Boxma, O. Kella and D. Perry. "A Fluid Model with Intermittent ON-OFF Periods." Probability in the Engineering and Informational Sciences. 15(2), 189-198.

  7. D. Perry and W. Stadje. "Disasters in Markovian Inventory Systems for Perishable Items". Advances in Applied Probability. 33(1), 61-75.

  8. D. Perry, M. J. M. Posner and M. Berg. "Stochastic Model for Broker Inventory Dealership Markets with a Cash Management Interpretation". Insurance; Mathematics Economics. 29, 23-34.

  9. D. Perry and W. Stadje. "Function Space Integrations for Annuities". Insurance; Mathematics, and Economics. 29, 73-82.

  10. O. Berman and D. Perry. "Two Control Policies For Stochastic EOQ-Type Models". Probability in the Engineering and Informational Sciences. 15, 445-463.

  11. O. J. Boxma, D. Perry and W. Stadje. "Clearing Models for M/G/1 Queues". Queueing Systems. 38, 287-306.

  12. D. Perry, W. Stadje and S. Zacks. "The M/G/1 queue with Finite Workload Capacity". Queueing Systems. 39, 7-22.

2002

  1. D. Perry, W. Stadje and S. Zacks. ”Hitting and Ruin Probabilities for a Compound Poisson Process and the Cycle Maximum of the M/G/1 Queue". Stochastic Models, 18(4), 553-564.

  2. D. Perry, W. Stadje and S. Zacks. ”First Exit Times for Compound Poisson Processes for Some Types of Positive and Negative Jumps”. Stochastic Models, 18(1), 139-157.

  3. D. Perry and W. Stadje. ”Exact Distributions in a Jump-Diffusion Storage Model”. Probability in the Engineering and Informational Sciences. 16(1), 19-27.

  4. D. Perry and M.J.M. Posner. ”Production Inventory Models with an Unreliable Facility Operating in a Two State Random Environment.” Probability in the Engineering and Informational Sciences. 16(3), 325-338.

  5. D. Perry, and M.J.M. Posner. ”A Mountain Process with State Dependent Input and Output and a Correlated Dam”. Operations Research Letters. 27(4), 245-251.

  6. D. Perry, W. Stadje and S. Zacks. ”Boundary Crossing for the Difference of Two Compound Poisson Processes” Annals of Operations Research. 113, 119-132.

2003

  1. O. Kella, D. Perry and W. Stadje. ”A Stochastic Clearing Model with a Brownian and a Compound Poisson Component”. Probability in the Engineering and Informational Sciences. 17(1), 1-22.

  2. O. Berman, D. Krass and D. Perry. ”A Transfer/Clearing Inventory Model Under Sporadic Review”. Mathematical Methods of Operations Research. 57, 329-344.

  3. D. Perry,W. Stadje and R. Yosef. ”Annuities with Controlled Random Interest Rate”. Insurance; Mathematics, and Economics. 32(2), 245-253.

  4. D. Perry and W. Stadje. "Duality of Dams via Mountain Processes". Operations Research Letters. 31, 451-458.

2004

  1. S. Nahmias, D. Perry and W. Stadje. "Actuarial Valuation of Perishable Inventory System". Probability in the Engineering and Informational Sciences. 18, 219-232.

  2. A. Bar-Ilan, D. Perry and W. Stadje. ”A Generalized Impulse Control Model of Cash Management”. Journal of Economics, Dynamics and Control. 28, 1013-1033.

  3. S. Nahmias, D. Perry and W. Stadje. "A Perishable Inventory Systems with Variable Input and Demand rates". Mathematical Methods of Operations Research. 60, 155-162.

  4. D. Perry, W. Stadje and S. Zacks. "The first rendezvous time of Brownian motion and compound Poisson-type processes". Journal of Applied Probability. 41, 1059-1070.

2005

  1. O.J. Boxma, H. Kaspi, O. Kella and D. Perry. ”On/Off Storage Systems with State Dependent Input, Output and Switching rates". Probability in the Engineering and Informational Sciences. 19, 1-14.

  2. D. Perry, W. Stadje and S. Zacks. "Sporadic and Continuous Clearing Policies for a Production/Inventory System under an M/G Demand Process". Mathematics of Operations Research.

  3. D. Perry, W. Stadje and S. Zacks. "Two Sided First Exit Problem for a Compound Poisson Process with Random Upper Boundary". Methodology and Computing in Applied Probability.

  4. O. Berman and D. Perry. "An EOQ Model with State Dependent Demand Rate". European Journal of Operational Research.

  5. S.K. Bar-Lev, D. Perry and W. Stadje. "Control Policies for Inventory Systems with Perishable Items: Outsourcing and Urgency Classes". Probability in the Engineering and Informational Sciences.

  6. Ivo Adan, Onno,J. Boxma and David Perry. "The G/M/1 Queue Revisited". Mathematical Methods of Operations Research.

  7. O. Berman, M. Parlar, D. Perry andM.J.M. Posner. "Production/Clearing Models Under Continuous and Sporadic Reviews". Methodology and Computing in Applied Probability.

Submitted or Under revision

  1. D. Perry and W. Stadje. "A Controlled M/G/1 Workload Process with an Application to Perishable Inventory Systems".

  2. O. Berman, D. Perry and W. Stadje. "A Performance Analysis of a State -Dependent Fluid EOQ Model".

  3. O. Berman, D. Perry and W. Stadje. "A Fluid EOQ Model with a Two- State Random Environment".

  4. D. Perry, W. Stadje and S. Zacks. "Cost Evaluation of M/G/1 Queues with Switching Capacity".

  5. A. Bar-Ilan, N.P. Marion and D. Perry. ”Drift Control of International Reserves”.

  6. M. Parlar, D. Perry and W. Stadje. "Optimal Shopping when the Sales are On- a Markovian- Full Information- Best Chice Problem".

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