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Onur Ozturk

Ozturk, Onur
Associate Professor
Ph.D. (Grenoble Institute of Technology (Grenoble INP))
Location
DMS 6116
Telephone
613-562-5800 x 4858
Email
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Biography

Onur Ozturk received his PhD in Industrial Engineering from the Grenoble Institute of Technologie in 2012. Following his doctoral studies, he worked two years at the Ivey Business School as a postdoctoral fellow under the supervision of Gregory S. Zaric. In 2014, he joined ESIEE Paris, Université Paris-Est Marne-la-Vallée, where he worked as an assistant professor until 2017. Onur Ozturk is interested in large scale optimization applied to problems originated from healthcare and transport sectors. His expertise in the theory of scheduling and simulation allows him a couple optimization methods with simulation models. As part of a European project, he served in the Efficacity Institute and developed a decision making tool for the optimal transportation of goods through the urban railway used for public transport in the region of Île de France. Business analytics, operations management, stochastic modeling and scheduling theory are among his teaching interests.

Publications during the last 7 years

Papers in Refereed Journals

  • Babashov, V., Sauré, A., Ozturk, O. and Patrick, J. 2023. Setting Wait Time Targets in a Multi-Priority Patient Setting: An Inverse Optimization Approach. Production and Operations Management, 32(6): 1958-1974.
  • Moosavi, A., Ozturk, O. and Patrick, J. 2022. Staff Scheduling for Residential Care Under Pandemic Conditions: The Case of COVID-19. Omega, 112: 102671.
  • Kashan, A.H. and Ozturk, O. 2022. Improved MILP Formulation Equipped with Valid inequalities for Scheduling a Batch Processing Machine with Non-identical Job Sizes. Omega, 112: 102673, (In Press).
  • Dehnoei, S., Sauré, A., Ozturk, O., Gardner, W., Pajera, K., Sheppard, R. and Patrick, J. 2022. A stochastic optimization approach for staff scheduling decisions at inpatient units. International Transactions in Operational Research, (Accepted).
  • Ozturk, O. 2021. When serial batch scheduling involves parallel batching decisions: A Branch and Price scheme. Computers and Operations Research, 137: 105514.
  • Ozturk, O. 2020. A truncated column generation algorithm for the parallel batch scheduling problem to minimize total flow time. European Journal of Operational Research, 286(2): 432-443.
  • Ozturk, O. 2019. A bi-criteria optimization model for medical device sterilization. Annals of Operations Research.
  • Ozturk, O. and Patrick, J. 2018. An optimization model for freight transport using urban rail transit. European Journal of Operational Research, 267(3): 1110-1121.
  • Ozturk, O. and Chu, C. 2018. Exact and metaheuristic algorithms to minimize the total tardiness of cutting tool sharpening operations. Expert Systems with Applications, 95(1): 224-235.
  • Ozturk, O., Begen, M. A. and Zaric, G.S. 2017. A branch and bound algorithm for scheduling unit size jobs on parallel batching machines to minimize makespan. International Journal of Production Research, 55(6): 1815-1831.

Funded Research during the last 7 years

Funded Research during the last 7 years
From-To Source Title * ** Role Amount
2021-2022 Telfer School of Management Addressing Delays in Home Health Care Routing and Scheduling Problems R I PI $ 4,000
2021 Telfer School of Management Coupling optimization with simulation for medical device sterilization R I PI $ 4,000
2020-2021 Telfer School of Management Staff scheduling in Long-Term Care facilities during the Covid19 pandemic R I PI $ 1,500
2019-2024 NSERC Exact and Approximate Solution Methods for Batch Scheduling Problems R C PI $ 142,500
2018-2020 Telfer School of Management A decision making model for a new city logistic system: Freight on transit R I PI $ 11,500
2018-2019 Telfer School of Management Un système d'àide à la décision pour les visites à domicile des patients R I PI $ 10,000

LEGEND:

*Purpose
C: Contract (R and D) | E: Equipment Grant | R: Research Grant | S: Support Award | P: Pedagogical Grant | O: Other, U: Unknown

**Type
C: Granting Councils | G: Government | F: Foundations | I: UO Internal Funding | O: Other | U: Unknown

Role
PI = Principal Investigator | Co-I = Co-Investigator | Co-PI = Co-Principal Investigator

Pillars
Healthier

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