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I O A N N I S K O N S T A N T A R A S 1. Personal Information Surname Konstantaras Name Ioannis Place of birth Koridallos, Attica, Greece Date of birth 08 October 1976 Family situation Married, one child Home address 1 st , Christou Souli Str, 45 332, Ioannina, Greece Tel. and Fax +30 2651067662 Mobile +30 6944106571 Ε-mail [email protected], [email protected] 2. Scientific interests Supply chain management; Mathematical models in inventory control; Reverse logistics; Production and Operations Management. 3. Education December 2001 – May 2006 Ph. D. in Operational Research Department of Mathematics University of Ioannina, Ioannina, Greece [Advisor: Professor Sotirios Papachristos] October 1999 – November 2001 M. Sc. in Statistics and Operational Research Department of Mathematics University of Ioannina, Ioannina, Greece September 1994– March 1999 B. Sc. in Mathematics Department of Mathematics Aristotle University of Thessaloniki, Thessaloniki, Greece Grade Point Average: 7.56/10.00 (Graduate 1 st in class) 4. Academic Positions Lecturer (elected) in "Business Mathematics" at the Department of Business Administration, University of Macedonia of Economic and Social Sciences, Thessaloniki, Greece

Transcript of I O A N N I S K O N S T A N T A R A S 1. Personal Informationusers.uom.gr/~ikonst/cvenglish.pdf ·...

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I O A N N I S K O N S T A N T A R A S

1. Personal Information

Surname KonstantarasName IoannisPlace of birth Koridallos, Attica, GreeceDate of birth 08 October 1976Family situation Married, one childHome address 1st, Christou Souli Str, 45 332, Ioannina, GreeceTel. and Fax +30 2651067662Mobile +30 6944106571Ε-mail [email protected], [email protected]

2. Scientific interests

Supply chain management; Mathematical models in inventory control; Reverse logistics; Productionand Operations Management.

3. Education

December 2001 –May 2006

Ph. D. in Operational ResearchDepartment of MathematicsUniversity of Ioannina,Ioannina, Greece[Advisor: Professor Sotirios Papachristos]

October 1999 –November 2001

M. Sc. in Statistics and Operational ResearchDepartment of MathematicsUniversity of Ioannina,Ioannina, Greece

September 1994–March 1999

B. Sc. in MathematicsDepartment of MathematicsAristotle University of Thessaloniki,Thessaloniki, GreeceGrade Point Average: 7.56/10.00(Graduate 1st in class)

4. Academic Positions

Lecturer (elected) in "Business Mathematics" at the Department of Business Administration,

University of Macedonia of Economic and Social Sciences, Thessaloniki, Greece

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5. Research

a. Theses

1. Konstantaras, I. 2001. Modified Wagner/Within algorithm and EOQ in Reverse Logistics. M.Sc

Dissertation (in Greek), University of Ioannina, Department of Mathematics, Ioannina, Greece.

2. Konstantaras, I. 2006. Lot sizing rules for production and inventory management in reverse

supply chain. Ph.D. Dissertation (in Greek), University of Ioannina, Department of Mathematics,

Ioannina, Greece.

b. Articles in Scientific Journals

1. S. Papachristos and I. Konstantaras (2006). Economic ordering quantity models for items with

imperfect quality, International Journal of Production Economics, 100(1), 148-154, (I. F.: 2.068,

citations (excluding self-citations): 59).

2. I. Konstantaras and S. Papachristos (2006). Lot-sizing for a single-product recovery system with

backordering, International Journal of Production Research, 44(10), 2031-2045, (I. F.: 0.803,

citations (excluding self-citations): 20).

3. I. Konstantaras and S. Papachristos (2007). Optimal policy and holding cost stability regions in a

periodic review inventory system with manufacturing and remanufacturing options, European

Journal of Operational Research, 178(2), 433-448, (I. F.: 2.093, citations (excluding self-

citations): 17).

4. I. Konstantaras, S.K. Goyal and S. Papachristos (2007). Economic ordering policy for an item

with imperfect quality subject to the in-house inspection, International Journal of Systems

Science, 38(6), 473-482, (I. F.: 0.918, citations (excluding self-citations): 6).

5. I. Konstantaras and S. Papachristos (2008). A note on: Developing an exact solution for an

inventory system with product recovery, International Journal of Production Economics, 111(2),

707-712, (I. F.: 2.068, citations (excluding self-citations): 9).

6. K. Skouri, I. Konstantaras, S. Papachristos and I. Ganas (2009). Inventory models with ramp type

demand rate, partial backlogging and Weibull deterioration rate, European Journal of Operational

Research, 192(1), 79-92, (I. F.: 2.093, citations (excluding self-citations): 15).

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7. I. Konstantaras and S. Papachristos (2008). Note on: “An optimal ordering and recovery policy for

reusable items”, Computers & Industrial Engineering, 55(3), 729-734, (I. F.: 1.491, citations

(excluding self-citations): 4).

8. I. Konstantaras and K.Skouri (2010). Lot sizing for a single product recovery system with variable

setup numbers, European Journal of Operational Research, 203, 326-335, (I. F.: 2.093, citations

(excluding self-citations): 1).

9. K. Skouri and I. Konstantaras (2009). Order level inventory models for deteriorating

seasonable/fashionable products with time dependent demand and shortages, Mathematical

Problems in Engineering, 2009, article ID 679736, 24 pages, doi:10.1155/2009/679736, (I. F.:

0.553, citations (excluding self-citations): 1).

10. I. Konstantaras, K.Skouri and M. Jaber (2010). Lot sizing for a recoverable product with

inspection and sorting, Computers & Industrial Engineering, 58(3), 452-462, (I. F.: 1.491).

11. I. Konstantaras, K. Skouri, S. Papachristos (2009). Optimal pricing, return and modular design

policy for Build-To-Order (BTO) products in a two parties supply chain system, IMA Journal of

Management Mathematics, article in press, doi: 10.1093/imaman/dpp023.

12. I. Konstantaras and K. Skouri (2010). A note on a production-inventory model under stock-

dependent demand, Weibull distribution deterioration and shortage, International Transactions in

Operational Research, corrected proof. doi: 10.1111/j.1475-3995.2010.00765.x.

13. I. Konstantaras (2010). Optimal control of production and remanufacturing in a reverse logistics

model with backlogging, accepted for publication to Mathematical Problems in Engineering (I.

F.: 0.553).

c. Articles submitted for publication in Scientific Journals

1. K. Skouri and I. Konstantaras (2010). Two warehouse inventory model for deteriorating

seasonable products with ramp type demand rate.

2. K.Skouri, I. Konstantaras, S. Papachristos, and J. Teng (2010). Supply chain models for

deteriorating products with ramp type demand rate under permissible delay in payments.

3. I. Konstantaras, K. Skouri, S. K. Manna and K. S. Chaudhuri (2010). Supply chain models with

ramp type demand rate, time dependent deterioration rate, unit production cost and shortages.

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4. K. Skouri and I. Konstantaras (2010). A note on “An EOQ model with ramp type demand rate,

time dependent deterioration rate, unit production cost and shortages.

d. Articles in International Conference Proceedings

1. I. Konstantaras and S. Papachristos. Economic production and remanufacturing lot-sizing for a

single product system with backlogging, in Proceedings of 18th International Conference on

Production Research, Salerno, Italy 31 July-04 August 2005.

2. I. Konstantaras, K. Skouri and S. Papachristos. Optimal policy for pricing, return and modularity

level for Build-To-Order (BTO) products, in 11th European Logistics Association (ELA) Doctorate

Workshop 2006 Proceedings, 22-36.

e. Conference Presentations

1. I. Konstantaras and S. Papachristos. The Wagner/Whitin algorithm in reverse supply chain

models, 14th National Conference of Hellenic Operations Research Society (HELORS), Xanthi,

Greece, November 01-03, 2001.

2. K. Skouri, I. Konstantaras and S. Papachristos. An inventory model with ramp type demand,

partial backlogging and Weibull deterioration rate, 1st National Conference of Hellenic Society for

Systems Studies (HSSS), Tripoli, Greece, June 12-14, 2005.

3. I. Ganas, K. Skouri, I. Konstantaras and S. Papachristos. Design modularity and return policy for

Build-to-Order (BTO) products, 17th National Conference of Hellenic Operations Research

Society (HELORS), Patra, Greece, June 16-18, 2005.

4. I. Konstantaras and S. Papachristos. Economic production and remanufacturing lot-sizing for a

single product system with backlogging, 18th International Conference on Production Research,

University of Salerno, Salerno, Italy 31 July-04 August 2005.

5. I. Ganas, I. Konstantaras, S. Papachristos and K. Skouri. Optimal ordering policies for the single

level lot-sizing problem with lumpy demand, 14th International Working Seminar on Production

Economics, Innsbruck, February 20-24 2006.

6. I. Konstantaras, S. Papachristos, K. Skouri. Optimal policy for pricing, return and modularity

level in build-to-order products, 11th European Logistics Association (ELA) Doctorate Workshop,

Grainau, Germany, June 28-30 2006.

7. K. Skouri, I. Konstantaras, S. Papachristos and I. Ganas. An order level inventory system with

ramp type demand rate, partial backlogging and Weibull deterioration rate, 14th International

Symposium on Inventories, Budapest, August 21-25, 2006.

8. K Skouri, S. Papachristos, I. Konstantaras and I. Ganas. Inventory models for deteriorating items

with ramp type demand rate, partial backlogging and permissible delay in payments, 19th

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National Conference of Hellenic Operations Research Society (HELORS), Arta, Greece, June 21-

23, 2007.

9. K Skouri, S. Papachristos, I. Konstantaras and I. Ganas, An inventory model for deteriorating

items with ramp type demand rate, partial backlogging and permissible delay in payments, 22nd

European Conference on Operational Research EURO XXII, Prague, July 8-11, 2007.

10. I. Ganas, I. Konstantaras, S. Papachristos and K. Skouri. Optimal ordering policies for the single

level lot-sizing problem with lumpy demand, 22nd European Conference on Operational

Research EURO XXII, Prague, July 8-11, 2007.

11. K. Skouri, I. Konstantaras and S. Papachristos, Two warehouse inventory models for

deteriorating seasonable products with ramp type demand rate, 15th International Symposium on

Inventories, Budapest, August 22-26, 2008.

12. K. Skouri, A. Lagodimos and I. Konstantaras, Periodic review (R, T) inventory control policy for

stochastic demand and yield, 3rd meeting of the EURO Working Group on Stochastic Modelling,

Nafplio, Greece, June 7-9, 2010.

f. Conferences Attended1. 1st Special Conference of Hellenic Operations Research Society (HELORS) on the topic "The

contribution of Management in the Expansion of Primary Sector", Ioannina, Greece, October 29-

31, 1999.

2. 14th National Conference of Hellenic Operations Research Society (HELORS), Xanthi, Greece,

November 01-03, 2001.

3. 15th National Conference of Statistics, Ioannina, Greece, May 8 – 11, 2002.

4. 1st National Conference of Hellenic Society for Systems Studies (HSSS), Tripoli, Greece, June 12-

14, 2005.

5. 17th National Conference of Hellenic Operations Research Society (HELORS), Patra, Greece, June

16-18, 2005.

6. 18th International Conference on Production Research, University of Salerno, Salerno, Italy 31

July-04 August 2005.

7. 11th European Logistics Association (ELA) Doctorate Workshop, Grainau, Germany, June 28-30

2006.

8. 19th National Conference of Hellenic Operations Research Society (HELORS), Arta, Greece, June

21-23, 2007.

9. 22nd European Conference on Operational Research EURO XXII, Prague, July, 8-11, 2007.

10. 15th International Symposium on Inventories, Budapest, August, 22-26, 2008.

g. Technical Reports

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1. S. Papachristos and I. Konstantaras. The reverse Wagner/Whitin model with remanufacturing and

manufacturing options. Exact results and holding cost stability regions, University of Ioannina,

Dept. of Mathematics, Technical Report No 10, December 2003.

2. I. Konstantaras and S. Papachristos. Note on: Lot-sizing for inventory systems with product

recovery, University of Ioannina, Dept. of Mathematics, Technical Report No 13, December 2004.

3. I. Konstantaras and S. Papachristos. Lot sizing in a production system with shortages and product

remanufacturing, University of Ioannina, Dept. of Mathematics, Technical Report No 15,

December 2005.

6. Teaching

Academic Year1999/2000 -Academic Year2005/2006

Academic Year2007/2008

Academic Year2008/2009

Scientific/Teaching Staff of Technological Educational Institute of Epirus, Greece:

Mathematics Ι (laboratory), Statistics (laboratory), Department of Communications,Informatics & Management, Academic Year 1999/2000.

Statistics (laboratory), Department of Communications, Informatics & Management,Academic Year 2000/2001.

Mathematics Ι (laboratory), Statistics (laboratory), Department of Communications,Informatics & Management, Academic Year 2001/2002.

Business Statistics (lecture and laboratory) and Operations Research (lecture andlaboratory), Department of Finance & Auditing, Academic Year 2001/2002.

Statistics (lecture and laboratory), Department of Communications, Informatics &Management, Academic Year 2002/2003.

Introduction to Computer Science and Statistics (lecture and laboratory), Departmentof Speech & Language Therapy, Academic Year 2002/2003.

Statistics (lecture and laboratory) and Databases II (laboratory), Department ofCommunications, Informatics & Management, Academic Year 2003/2004.

Statistics (lecture and laboratory) and Logistics (lecture and laboratory), Departmentof Communications, Informatics & Management, Academic Year 2004/2005.

Statistics in Behavioural Sciences (lecture and laboratory), Department of Speech &Language Therapy, Academic Year 2004/2005.

Statistics (lecture and laboratory) and Logistics (lecture and laboratory), Departmentof Communications, Informatics & Management, Academic Year 2005/2006.

Statistics in Behavioural Sciences (lecture and laboratory), Department of Speech &Language Therapy, Academic Year 2005/2006.

Statistics in Behavioural Sciences (lecture and laboratory), Department of Speech &Language Therapy.

Statistics in Behavioural Sciences (lecture and laboratory), Department of Speech &Language Therapy.

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Academic Year2009/2010 Statistics in Behavioural Sciences (lecture and laboratory), Department of Speech &

Language Therapy.

01/03/2004-31/08/2004

23/11/2007-31/08/2008

01/03/2008-31/08/2008

01/10/2008-31/08/2009

01/10/2008-31/03/2009

17/03/2009-31/08/2009

30/10/2009-31/08/2010

01/03/2010-31/08/2010

Teaching Assistant in Statistical methods for Biology Sciences (2nd Semester),Department of Biological Applications and Technologies, University of Ioannina,Ioannina, Greece.

Adjunct Lecturer, Department of Mathematics, University of Ioannina, Ioannina,Greece:General Mathematics Ι (1st Semester) and General Mathematics ΙΙ (2d Semester),Department of Chemistry.

Adjunct Lecturer, Department of Environmental and NaturalResources Management, University of Ioannina, Agrinio, Greece:Operations Research (8th Semester).

Adjunct Lecturer, Department of Mathematics, University of Ioannina, Ioannina,Greece:Mathematical methods for Biology Sciences (1st Semester, Department of BiologicalApplications and Technologies),Introduction to Statistics (4th Semester, Department of Mathematics),Introduction to Statistics (1st Semester, Department of Primary School Education),Introduction to Probability Theory (workshop, 3rd Semester, Department ofMathematics),Statistical Inference (workshop, 6th Semester, Department of Mathematics),Statistical methods for Biology Sciences (2nd Semester, Department of BiologicalApplications and Technologies).

Adjunct Lecturer, Hellenic Army Academic, Vari, Attica, Greece:Military Operations Research (7th Semester).

Adjunct Lecturer, Department of Environmental and NaturalResources Management, University of Ioannina, Agrinio, Greece:Operations Research (8th Semester).

Adjunct Lecturer, Department of Mathematics, University of Ioannina, Ioannina,Greece:Mathematical methods for Biology Sciences (1st Semester, Department of BiologicalApplications and Technologies),Introduction to Statistics (4th Semester, Department of Mathematics),Introduction to Statistics (1st Semester, Department of Primary School Education),Introduction to Probability Theory (workshop, 3rd Semester, Department ofMathematics),Statistics Data Analysis (8th Semester, Department of Mathematics),Statistical methods for Biology Sciences (2nd Semester, Department of BiologicalApplications and Technologies),Categorical Data Analysis (8th Semester, Department of Mathematics).

Adjunct Lecturer, Department of Department of Business Administration of Foodand Agricultural Products, University of Ioannina, Agrinio, Greece:Production and Operations Management (6th Semester),Supply Chain Management (10th Semester).

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7. Professional Activities

Editorial Appointments

– Associate Editor, International Journal of Systems Science, April 2009 – present.

Conference Organization

– Member of Programme Committee, 19th National Conference of Hellenic Operations Research

Society (HELORS), Arta, Greece, June 21-23, 2007.

Referee/Reviewer

– Referee for Scientific Journals:

1. International Journal of Production Research (IJPR)

2. European Journal of Operational Research (EJOR)

3. Journal of the Operational Research Society (JORS)

4. International Journal of Production Economics (IJPE)

5. International Journal of Systems Science (IJSS)

6. Asia Pacific Journal of Operational Research (APJOR)

7. Mathematical and Computer Modelling (MCM)

8. Applied Mathematical Modelling (AMM)

9. Omega, The International Journal of Management Science (OMEGA)

10. International Transactions in Operational Research (ITOR)

11. IMA Journal of Management Mathematics (IMAMAN)

12. International Journal of Information Technology & Decision Making (IJITDM)

13. International Journal of Flexible Manufacturing Systems (IJFMS)

14. International Journal of Applied Management Science (IJAMS)

15. Bulletin of the Malaysian Mathematical Sciences (BMMS)

16. Asia Pacific Management Review (APMR)

8. Research GrantsApril 2004-December 2007

Title: Logistics Management: Quantitative Methods for InventoryManagement, Funding: European Commission and Greek Ministry ofEducation, Lifelong Learning and Religious Affairs, Position: Researcher.

9. Language skillsFluent in Greek. Very good knowledge of English.

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10. Citations

1. E. Abdullah and O. Gultekin (2007). An economic order quantity model with defective

items and shortages, International Journal of Production Economics, 106(2), 544-549

2. Sh-Tyan Lo, Hui-Ming Wee and Wen-Chang Huang (2007). An integrated production-

inventory model with imperfect production processes and Weibull distribution deterioration

under inflation, International Journal of Production Economics, 106 (1), 248-260.

3. H-H. Lee (2008). The investment model in preventive maintenance in multi-level

production systems, International Journal of Production Economics, 112(2), 816-828.

4. X.-B. Wang, W.-S. Tang, and F. Xue (2006). Fuzzy random EOQ models with imperfect

quality items, Proceedings of the 2006 International Conference on Machine Learning and

Cybernetics, art. no. 4028368, 1861-1866.

5. K.S. Wu, L.Y. Ouyang and C.H. Ho (2007). Integrated vendor-buyer inventory system with

sublot sampling inspection policy and controllable lead time, International Journal of

System Science, 38 (4), 339-350.

6. J. Rezaei and M. Davoodi (2008). A deterministic, multi-item inventory model with supplier

selection and imperfect quality, Applied Mathematical Modelling, 32(10), 2106-2116.

7. M. R. Barzoki, J. C. Tsou and W. J. Chen (2006). A new EPQ model with continuous

quality characteristic and rework, In proceedings of Conference on Management,

Information and Business, China University of Technology, Taiwan (ISBN 957-41-3583-7).

8. B. Maddaha and M.Y. Jaber, (2008). Economic Order Quantity for Items with Imperfect

Quality: Revisited, International Journal of Production Economics, 112(2), 808-815.

9. Bau-ding Lee (2006). Economic ordering quantity model for items with random imperfect

quality proportion and related shortage consideration, Master’s Thesis, Department of

Industrial Management, National Taiwan University of Science and Technology.

10. Shailesh S. Kulkarni (2008). On a multi-product model of lot-sizing with quality costs,

International Journal of Production Economics, 112(2), 1002-1010.

11. D. Ha and S. L. Kim (2008). Implementing JIT purchasing: An integrated approach with

imperfect quality, In 2008 Southeast Decision Sciences Institute Conference Proceedings,

pages 661-666, February 20-22, 2008, Orlando, Florida (available at

www.sedsi.org/2008_Proceedings/proc/p070924005.pdf).

12. B. Maddah, M. K. Salameh and G. M. Karame (2009). Lot sizing with random yield and

different qualities, Applied Mathematical Modelling, 33(4), 1997-2009.

S. Papachristos and I. Konstantaras (2006). Economic ordering quantity models for items with

imperfect quality, International Journal of Production Economics, 100(1), 148-154.

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13. M.Y. Jaber, S.K. Goyal and M. Imran (2008). Economic production quantity model for

items with imperfect quality subject to learning effects, International Journal of Production

Economics, 115(1), 143-150.

14. A. EROĞLUM and H. DEMİR (2006). Kusurlu Ürün Oranı ile Bir Ekonomik Sipariş

Miktarı Modeli, Review of Social, Economic & Business Studies, Vol.9/10, 263-286

(available on line at fbe.emu.edu.tr/journal/doc/9-10/14.pdf).

15. M. Bijari, M.R. Barzoki and M. Jahanbazi (2007). Effects of imperfect products and rework

on lot sizing with work in process inventory, 2 and Expo 2007 - Industrial Engineering's

Critical Role in a Flat World - Conference Proceedings, 919-925.

16. J.C. Tsou, S.R. Hejazi and M.R. Barzoki (2007). Economic production quantity model for

items with continuous quality characteristic, taguchi's cost, rework and reject, 2 and Expo

2007 - Industrial Engineering's Critical Role in a Flat World - Conference Proceedings,

1132-1138.

17. X. Wang, W. Tang, Y. Sai, K. Zhang (2008). Fuzzy Random EOQ Model with Defective

Items and Shortages, IEEE International Conference on Networking, Sensing and Control,

2008. ICNSC 2008, pages 107-110, Digital Object Identifier 10.1109/ICNSC.2008.4525192.

18. Y. X. Wang (2008). Optimal return price and design quality under two-echelon supply

chain, Master’s Thesis, Department of Industrial and Information Management, National

Taiwan University of Science and Technology.

19. H.K Fang (2007). An integrated model of production and purchase with returned defective

items in lot-splitting delivery environment, Master’s Thesis, Department of Industrial and

Information Management, National Taiwan University of Science and Technology.

20. Y.X. Yang (2008). Economic order quantity of perishable products with imperfect quality,

Master’s Thesis, Department of Industrial and Information Management, National Taiwan

University of Science and Technology.

21. P. Kelle, S. Transchel, S, Minner (2009). Buyer–supplier cooperation and negotiation

support with random yield consideration, International Journal of Production Economics,

118(1), 152-159.

22. X-Β Wang and W-S Tang (2007). Economic production quantity model with uncertain

defective rate and its algorithm, Computer Engineering and Applications, 43(35), 105-107.

23. P. Biswas and B. R. Sarker (2008). Optimal batch quantity models for a lean production

system with in-cycle rework and scrap, International Journal of Production Research,

46(23), 6585-6610.

24. W-K. K. Hsu, H. F. Yu (2009). EOQ model for imperfective items under a one-time-only

discount, Omega, 37(5), 1018-1026.

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25. Q. Zhang, Q.X. Li, W. Gu and X.N. Zhu (2008). Fuzzy inventory model with defective rate

and shortage backordering, Xitong Gongcheng Lilun yu Shijian/System Engineering Theory

and Practice, 28(11), 62-68.

26. A. Eroglu, A. Sütçü and ve Harun Sulak (2008).An economic production quantity model

with random defective rate in imperfect production processes, Journal of the Faculty of

Engineering and Architecture of Gazi University, 23(4), 923-929.

27. S.S. Sana (2010). An economic production lot size model in an imperfect production

system, European Journal of Operational Research, 201(1), 158-170.

28. C.H. Ho (2009). A minimax distribution free procedure for an integrated inventory model

with defective goods and stochastic lead time demand, International Journal of Information

and Management Sciences, 20(1), 161-171 (available on line at

jims.ms.tku.edu.tw/PDF/M20N111.pdf).

29. L.E. Cardenas-Barron (2009). Economic production quantity with rework process at a

single-stage manufacturing system with planned backorders, Computers & Industrial

Engineering, 57(3), 1105-1113.

30. S. R. Hejazi, J. C. Tsou and M.R. Barzoki (2008). Optimal lot size of EPQ model

considering imperfect and defective products, Journal of Industrial Engineering

International, 4(7), 59-68 (available on line at

http://www.sid.ir/en/VEWSSID/J_pdf/117320080707.pdf).

31. S. H. Yoo, D. S. Kim, M. S Park (2009). Economic production quantity model with

imperfect-quality items, two-way imperfect inspection and sales return, International

Journal of Production Economics, 121(1), 255-265.

32. L. H. Chen and F. S. Kang (2010). Coordination between vendor and buyer considering

trade credit and items of imperfect quality, International Journal of Production Economics,

123(1), 52-61.

33. T. W Lin (2009). Optimal policy for a simple supply chain system with defective items and

returned cost under screening errors, Journal of the Operations Research Society of Japan,

52(3), 307-320.

34. B. A. Nadjafi and B. Abbasi (2009). EPQ model with depreciation cost and process quality

cost as continuous functions of time, Journal of Industrial Engineering International, 5(8),

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35. J. Li, H. Feng and M. Wang (2009). A replenishment policy with defective products,

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18. A. M. A. El Saadany, M. Y. Jaber (2010). A production/remanufacture model with returns’

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obiektów wycofanych z eksploatacji, Ph. D Thesis, Politechnika Wrocławska Instytut

Konstrukcji i Eksploatacji Maszyn Zakład Logistyki i Systemów Transportowych, Raport

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obiektów wycofanych z eksploatacji, Ph. D Thesis, Politechnika Wrocławska Instytut

Konstrukcji i Eksploatacji Maszyn Zakład Logistyki i Systemów Transportowych, Raport

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4. B. Maddah, M.K. Salameh and L. Moussawi (2010). Order overlapping: A practical

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Research, article in press, doi: 10.1080/00207541003692021 (available on line at

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obiektów wycofanych z eksploatacji, Ph. D Thesis, Politechnika Wrocławska Instytut

Konstrukcji i Eksploatacji Maszyn Zakład Logistyki i Systemów Transportowych, Raport

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