Tınaz Ekim Aşıcı

Email: 
tinaz.ekim@bogazici.edu.tr
Tel. No.: 
6676
 
Lisans, Mat, Univ. Tech. et de Sciences de Lille, 1999; 
Lisans, EM, Galatasaray Üniversitesi, 2001;
Y. Lisans, İşl.Bil.Yön., Dauphine Univ.- Paris IX, 2002;
Doktora, YA, Ecole Polytech. Féd. de Lausanne, 2006.
2007'den beri Bölümde Öğretim Üyesi
Web: 
https://academics.boun.edu.tr/tinaz.ekim/

Dersler

Yayınlar

  1. An Exact Cutting Plane Algorithm to Solve the Selective Graph Coloring Problem in Perfect Graphs, Şeker, Oylum, Ekim Tinaz, and Taşkın Z C. , European Journal of Operational Research, Volume 291(1), p.67–83, (2021)
  2. The complexity of the defensive domination problem in special graph classes, Ekim, Tinaz, Farley Arthur M., and Proskurowski Andrzej , Discrete Mathematics, Volume 343, p.111665, (2020)
  3. Mind the independence gap, Ekim, Tinaz, Gözüpek Didem, Hujdurović Ademir, and Milanič Martin , Discrete Mathematics, Volume 343, p.111943, (2020)
  4. A decomposition approach to solve the selective graph coloring problem in some perfect graph families, Şeker, Oylum, Ekim Tinaz, and Taşkın Z C. , Networks, Volume 73, p.145-169, (2019)
  5. Small 1-defective Ramsey numbers in perfect graphs, Ekim, Tinaz, Gimbel John, and Şeker Oylum , Discrete Optimization, Volume 34, p.100548, (2019)
  6. Edge-stable equimatchable graphs, Deniz, Zakir, and Ekim Tinaz , Discrete Applied Mathematics, Volume 261, p.136-147, (2019)
  7. Integer Programming Formulations and Benders Decomposition for the Maximum Induced Matching Problem, Ahat, Betül, Ekim Tinaz, and Taşkın Z C. , INFORMS Journal on Computing, Volume 30, p.43-56, (2018)
  8. The maximum cardinality cut problem in co-bipartite chain graphs, Ekim, Tinaz, Boyacı Arman, and Shalom Mordechai , Journal of Combinatorial Optimization, Jan, Volume 35, p.250–265, (2018)
  9. On Almost Well-Covered Graphs of Girth at Least 6, Milanič, Martin, Hujdurović Ademir, Gözüpek Didem, and Ekim Tinaz , Discrete Mathematics & Theoretical Computer Science, Volume 20, (2018)
  10. Graphs of Edge-Intersecting Non-Splitting Paths in a Tree: Representations of Holes-Part II, Boyacı, Arman, Ekim Tinaz, Shalom Mordechai, and Zaks Shmuel , Discrete Mathematics and Theoretical Computer Science, Volume 20, p.1b–1b, (2018)