Baskent University
Dept. of Industrial Engineering
Phone: (+90 312) 234 10 10 / 1304
Fax: (+90 312) 234 10 51
E-mail: ikara@baskent.edu.tr
1.
İ. Kara, “Tightening Bounding Constraints of the
Miller-Tucker-Zemlin Based Formulation of the
Capacitated Vehicle Routing Problems and Some Extensions”, In Proceeding
of the 2nd International Conference on Manufacturing Engineering,
Quality and Production Systems, edited by C. Panait
et al. ,WSEAS Press, Constantza, Romania, 2010,
pp.137-142.
2.
Pakdil F, Ozkok O, Dengiz
B, Kara I, Selvi
N, Kargı A, A Systematic Approach
to Reduce Human
and System-Related Errors Causing Customer Dissatisfaction in a Production Environment, Total Quality Management and Business Excellence,
Vol.20, pp.129-137, 2009.
3. Kara, İ., Kara, B. Y., Yetiş, M. K., “Cumulative Vehicle Routing Problems”, in Vehicle Routing Problem, Edited by, Caric T., and Gold, H., I-Tech Education and Publishing KG, Vienna, Austria, 2008, pp.85-98.
4.
Kara, İ. , Yetiş, B.K., Yetiş K. "Energy Minimizing Vehicle Routing
Problem". A. Press, Y. Xu and B. Zhu (Ed.)
COCOA 2007, LNCS 4616, PP. 62-71, 2007.(PDF)
5.
Kara, İ
6. Kara, İ. and Bektas, T. "Minimal Load Constrained
Vehicle Routing Problems". V. S. Sunderam et al. (Eds): ICCS 2005,
Lecture Notes in Computer Science Vol. 3514, pp. 188-195, Springer-Verlag Berlin Heidelberg 2005. Here is the link to the article.
7.
Ozkok, O., Camlica,
F.B., Pakdil, F. Bektas,
T., Kara, İ. "A Pathway for Process Improvement Activities in
a Production Environment: A Case Study in a Rework Department". Lecture
Notes in Computer Science, Vol. 3649, PP. 344-353, Springer-Verlag,
Berlin Heidelberg 2005.
8.
Kapanoğlu, M., Ozan, İ., Kara, İ., Aktürk,
M. S.,” Multi-Population Paralel Genetic Algorihm using a new Genetic Representation for the
Euclidean Traveling Salesman Problemé, Proceeding of
the 35th International Conference on Computer and Industrial Engineering,
June19-22, 2005, Turkey,pp.1047-1052.
9. Kara, İ
10.
Özdemir, M.S., Kara,
İ., “Minmax Approaches to the Faculty-Course
Assignment Problem”, Proceding of Second
International Conference on the Theory and Practise
of Automated Timetabling, pp.167-181, Toronto, Canada, 1997.
11.
Kara, İ., “Research Pertaining to the Development of Operations
Research: The Case of Turkey“, European Journal of Operational Research, (38),
1989, pp. 113-116.
12.
Ulusoy, G.,Kara,
İ., Özkul, A.E, “Bottleneck Routing”,
Preprint of Operational Research ’84, J.P.Brans (editör), Elsevier Science Publishers B.V.
(North-Holland),1984, pp. 894-908.
1. Kara, İ., "Two Indexed Polynomial Size Formulations for Vehicle Routing Problems", Tech. rap.
2008/01, Baskent University, Ankara/Turkey. [pdf]
2. Kara, İ., "Integer Programming formulations for Distance and Capacity Constrained Vehicle Routing Problems", Tech. rap.
2007/02, Baskent University,
Ankara/Turkey.
3. İmdat Kara, Bahar Yetiş Kara, M. Kadri Yetiş, Cumulative Vehicle Routing Problems, Tech. rap. 2007/01, Baskent University,
Ankara/Turkey.
4. İmdat Kara, Commodity Flow Formulations
for the Distance Constrained Vehicle Routing Problem, Tech. rap. 2006/02,
Baskent University, Ankara/Turkey.
5. Kara, I. and Bektas, T., 2005, On the Integer Linear Programming Formulations of the Distance Constrained Vehicle Routing
Problems,Technical Report 01-05, Baskent University, Faculty of Engineering, Dept. of Industrial Engineering,Ankara,
Turkey.
6. Kara,
I. and Bektas, T., 2003, A Method For Deriving Subtour Elimination
Constraints of Assignment Based Integer Linear
Programming Formulations of Routing Problems, Technical Report 03-01, Baskent University, Dept. of Industrial
Engineering, Ankara, Turkey.
1. Kara, İ., Pop, P.C.: New Mathematical Models of the Generalized Vehicle Routing Problem and Extensions, Paper presented at APMOD2008, International Conference on Applied Mathematical Programming and Modeling, May 27-30, 2008, Bratislava, Slovak Republic. [Slides]
2. Demir, E., Kara, İ.: Formulations for school bus routing problems. Paper presented at European Chapter on Combinatorial Optimization, ECCO XXI, May 29-31, 2008, Dubrovnik, Croatia. [Slides]
3. Kececi, B., Kara, İ.: Integer programming formulations for vehicle routing problems with backhauls. Paper presented at European Chapter on Combinatorial Optimization, ECCO XXI, May 29-31, 2008, Dubrovnik, Croatia. [Slides]
4.
Kara, İ., “Capacitated Vehicle Routing Problems with Minimal
Load Constraints”, Operations Research 2004,
5.
Kara, İ. and Bektas, T., 2003,
“Integer Linear Programming Formulation of the Generalized Vehicle Routing
Problem”, presented at the EURO/INFORMS Joint International Meeting,
6.
Bektas, T. and Kara İ., 2003, "On the Subtour Elimination Constraints of the Multiple Traveling
Salesman Problem”, presented at the Young OR 13, 1-3 April 2003,
7.
Kara,
8.
Kara, İ. and Bektas, T., 2000,
"Derivation of the Miller-Tucker-Zemlin Subtour Elimination Constraints of the Traveling Salesman
Problem", presented at the International Symposium on Combinatorial Optimisation (CO2000), University of Greenwich, London.
1. Kara, İ., Demir, E.,
2006. New Integer Programming Formulations for the Generalized Traveling
Salesman Problem (Genelleştirilmiş Gezgin Satıcı Poblemi İçin Yeni Tamsayılı Karar Modelleri), YAEM 2006, İzmit,
2. Kara, İ., Derya, T., 2006. A Linear Programming Based Heuristic for Distance Constrained Vehicle Routing Problem (Mesafe Kısıtlı Araç Rotalama Problemi İçin Doğrusal Programlama Tabanlı Sezgisel Bir Yöntem), YAEM 2006, İzmit, Turkey. [slides]
3. Kara, İ., Derya, T., Demir, E., Bektaş, T. 2005.
Integer Linear Programming Formulation of the Generalized Traveling Salesman
Problem (Genelleştirilmiş Gezgin Satıcı Probleminin Tamsayılı Doğrusal Karar Modeli), YAEM 2005, İstanbul,
4. Kara,
5. Kara,
6. Kara,
7. Kara,
8. Bektas, T. and
Kara, I., 2000, A Comparison of the Linear Integer Programming Formulations of
the Multiple Traveling Salesman Problem in: Proceedings OR/IE’2000 21st
National Meeting on Operational Research and Industrial Engineering, pp.
80-83, Eastern Mediterranean University (in Turkish).