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Staff Detail

Assoc. Prof. Dr. PEMBE SABANCIGİL ÖZDER

Assoc. Prof. Dr. PEMBE SABANCIGİL ÖZDER

Duty: Faculty Member
Department: Mathematics
Office: AS139
Tel: +90 392 630 2436
E-Mail: pembe.sabancigil@emu.edu.tr

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Research Areas: Approximation Theory

Education

Education

2009

PHD

UNIVERSITY, MATEMATIK,

2005

MS

UNIVERSITY, MATEMATİK,

2003

MS

UNIVERSITY, ORTAÖĞRETİM ALAN ÖĞRETMENLİĞİ,

2001

BS

UNIVERSITY, UYGULAMALI MATEMATIK VE BILGISAYAR,

Publications

Publications

SCI- Expanded

International Indexes

TR Index (ULAKBİM)

Conferences

Conferences

  • Bernstein-Durrmeyer operators providing a better estimation on [1/3,2/3],
  • New Type of q-Bernstein Operators
  • Weighted approximation properties of the modified q-Szasz-Mirakjan operators
  • Some Approximation Properties of q-Stancu-Durrmeyer Operators
  • Kantorovich Type (p,q)-Generalization of Bernstein Operators
  • Weighted approximation for Bernstein-Kantorovich Operators
  • Statistical approximation properties of new (p,q)- analogue of Balazs-Szabados Operators
  • Weighted Approximation of New (p,q)-analogue of Balazs-Szabados Operators
  • Statistical Approximation for Kantorovich Type q- Balazs-Szabados Operators
  • Weighted Approximation for Kantorovich Type q- Balazs-Szabados Operators,
  • New q-Stancu-Durrmeyer Operators and Their Moments
  • Kantorovich type (p,q)-analogue of Balazs-Szabados Operators
  • The moments for new (p,q)-analogue of Balazs-Szabados Operators
  • Representation of Solutions of Neutral Time Delay Equations and Ulam-Hyers Stability
  • 2018-2019 Öğretim Yılı Kolejlere Giriş Sınavı (KGS)-1’de Yer Alan Matematik Sorularının Analizi
  • Öğretmen Adaylarının Seçiminde Uygulanan Yazılı Sınavda Yer Alan Alt Testlerin Başarıyı Belirleme Gücü: Bir Lojistik Regresyon Analizi Çalışması
  • Representation of the Matrix for Conversion between Triangular Bezier Patches and Rectangular Bezier Patches
  • Design of the Preschool Mathematics Curriculum Based on the Cubic Curriculum Development Approach
  • KKTC'de Okulöncesi Öğretmenliği Programının Değerlendirilmesi
  • KKTC'de Hazırlanan Yeni Türkçe Ders Kitaplarının Değerlendirilmesi
  • Approximation Results for q-parametric BBH Operators
  • q-parametric Bleimann Butzer and Hahn operators
Supervised Thesis

Supervised Thesis

PHD

  • GİZEM DAĞBAŞI (2025). Generalized Szasz Mirakjan Operators.[PhD Thesis ,Eastern Mediterranian University].
  • HAYATEM FARAJ A. HAMAL (2021). A New Kantorovich Type Q-Analoque of the Balazs-Szabados Operators.[PhD Thesis ,Eastern Mediterranian University].
  • HÜSEYİN ADAŞ (Ongoing). [PhD Thesis ,Eastern Mediterranian University].

MS

  • ABUBAKER BANOUR MASOUD ELATRASH (2017). Kantorovich Type q-Bernstein Polynomials.[Master Thesis ,Eastern Mediterranian University].
Projects

Projects

  • q-Parametric Positive Linear Operators ,[ ,BAP-0804 (29.02.2008-07.05.2009) ]
Awards

Awards

  • Generalized Kantorovich type Sza'sz-Mirakjan operators based on q-integers (2024)
  • Arın Güvenir İlkokullararası Matematik Olimpiyatlarında Hakem (2020)

Research Areas:

Approximation theory, q-Calculus, Rates of convergence 


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