GYTE GEBZE YÜKSEK TEKNOLOJÝ ENSTÝTÜSÜ

• Uluslararası Akademik Yayınlar (Yazarlar alfabetik olarak sıralanmıştır)
• • Y. Buyukcolak, D. Gozupek, S. Ozkan, Triangle-Free Equimatchable Graphs, submitted.
  • Y. Buyukcolak, D. Gozupek, S. Ozkan,Minimum Reload Cost Cycle Cover in Complete Graphs,submitted.
  • Y. Buyukcolak, D. Gozupek, S. Ozkan, M. Shalom,A Simple Extension of Dirac's Theorem on Hamiltonicity, Discrete Applied Math, in press.(SCI)
  • U. Odabasi, S. Ozkan, Uniformly Resolvable Cycle Decompositions with Four Different Factors, Graphs and Combinatorics, 33 issue: 6 (2017), 1591 - 1606.(SCI-E)
  • D. Gozupek, S. Ozkan, C. Paul, I. Sau, M. Shalom,Parameterized complexity of the MINCCA problem on graphs of bounded decompasibility,Theoretical Computer Science, 690 (2017), 91 - 103.(SCI)
  • M. Laffin, S. Ozkan, “Characterization of the (3,r)-regular graphs”, Utilitas Mathematica, 100, (2016), 221 - 236.(SCI-E)
  • J. Asplund, D. Kamin, M. Keranen, A. Pastine, S. Ozkan,On the Hamilton - Waterloo Problem with triangle factors and C_3x factors, Australasian Journal of Combinatorics, 64 no: 3 (2016), 458 - 474. (ESCI)
  • U. Odabasi, S. Ozkan,The Hamilton - Waterloo Problem with C_4 and C_m Factors,Discrete Math., 339 (2016), 263 - 269.(SCI)
  • J.L. Goldwasser, A.J.W. Hilton, D.G.Hoffman, S. Ozkan, Hall’s Theorem and Extending Partial Latinized Rectangles, Journal of Combinatorial Theory - Series A, 130 (2015), 26 - 41.(SCI)
  • M.S. Keranen, S. Ozkan, “The Hamilton-Waterloo problem with 4-cycles and one factor of n-cycles”, Graphs and Combinatorics, 29 (2013), Issue 6, 1827 - 1837.(SCI-E)
  • M.S. Keranen, D.L. Kreher, S. Ozkan, “Uniform two class regular Partial Steiner Triple systems”, Journal of Combinatorial Designs, 20 (2012), Issue:3, 161 - 178.(SCI)
  • S. Ozkan, “Generalization of the Erdos-Gallai inequality”, Ars Combinatoria, 98 (2011), 295 – 302.(SCI-E)
  • S. Ozkan, C.A. Rodger, “Hamilton decompositions of balanced complete multipartite graphs with primitive leaves”, Discrete Math., 310 (2010), 1965 – 1973.(SCI)
  • S. Ozkan, C.A. Rodger, “Hamilton decompositions of graphs with primitive complements,” Discrete Math. (Anthony Hilton special issue), 309 (2009), 4883 – 4888. (SCI)
• Popüler Bilim Yayınları
  • S. Ozkan, "Latin Kare İnşa Etmek (Constructing Latin Squares)", Matematik Dünyası, 4 (2004), 17 - 21.
  • S. Ozkan, S. Kucukcifci, "Tasarımlar (Designs)", Matematik Dünyası, 4 (2004), 28 - 34.
  • S. Ozkan, "Kodlar (Codes)", Matematik Dünyası, 4 (2004), 35 - 41.
• Kitap çevirileri
  • En İyi Matematik Yazıları, Hil Yayınevi, 2014 (Orijinali: Best Writing on Mathematics 2012, edited by Mircea Pitici, Princeton University Press)
  • Simpsonlar ve Matematiksel Gizemleri, Kalkedon/Kassandra Yayınevi, 2016 (Orijinali: Simpsons and Their Mathematical Secrets, by Simon Singh, Bloomsbury-USA 2013)
• Google Scholar Sayfası için buraya tıklayınız.

Kişinin DersWeb siteleri

• MAT 115 Ayrık Matematik
• MAT 205 Cebir
• MAT 208 Sayılar Teorisi
• MAT 438 Çizge Kuramı ve Kombinatorik
• MAT 563 Çizge Kuramı I
• MAT 565 Kombinatoryal Tasarım Kuramı
• MAT 663 Kombinatoryal Tasarım Kuramında İleri Konular
• MAT 665 Çizge Kuramında İleri Konular

Ongoing PhD Theses

++Yasemin Büyükçolak (co-advised with D. Gözüpek), Department of Mathematics, Gebze Technical University

Title:"On Equimatchable Graphs and Well-Covered Graphs."

Completed PhD Theses

++Uğur Odabaşı, Department of Mathematics, Gebze Technical University (2016)

Title:"On the Hamilton - Waterloo Problem with Two Cycle Sizes"

Ongoing MSc Theses

++Can Ozan Ataman, Department of Mathematics,Gebze Technical University

Title:"Domination on Circulant Graphs"

Completed MSc Theses

++Zehra Nur Özbay, Department of Mathematics, Gebze Technical University, (2015)

Title:"2-Factorization of Complete Equipartite Graphs with Four and Eight Cycles"

++Melanie Laffin,(co-advisor), Department of Mathematical Sciences, Michigan Tech, (2011)

Title:“(3,r)-regular graphs and Group divisible designs with mixed block sizes.”

++David Kamin, (co-advisor) Department of Mathematical Sciences, Michigan Tech, (2011)

Title:“Infinite class of solutions to Hamilton-Waterloo Problem”

Committee Memberships

++Eda Yıldız, Department of Mathematics, Yıldız Technical University, (2017)

Title:“Quantum Codes over Eisenstein-Jacobi Integers”

++Emre Ersoy, Department of Mathematics, Yıldız Technical University, (2017)

Title:“On 𝒕-spontaneous emission error designs and related quantum jump codes”

++Aras Erzurumluoğlu,Department of Mathematics, Koç University, (2011)

Title:“Intersection Problems for Steiner Triple Systems”

• Doktora: Auburn University, USA, Mathematics - 2007
• Yüksek lisans:
• Lisans: Boğaziçi Üniversitesi, Matematik, 2003

Florida Atlantic University, Ziyaretçi Yardımcı Doçent, 2007-2008
Michigan Tech, Ziyaretçi Yardımcı Doçent, 2008-2011

Proje Görevleri:

TÜBİTAK 1001 Projesi (Yürütücü): "Çizgelerde Döngü Parçalanışları" (2013 - 2015)

TÜBİTAK - FRANSA CNRS 2505 İkili İşbirliği Projesi (Araştırmacı): "Çizge Teorisinde Devralma Maliyeti Kavramı: Kombinatoryal bir Analiz" (2015 - 2017)

TÜBİTAK - SLOVENYA ARRS 2508 İkili işbirliği Projesi (Yürütücü): "Cayley Çizgelerinde Dominasyon Kavramı" (2017 - devam ediyor)