Academician
MELEK SOFYALIOĞLU AKSOY
DOÇENT
ANKARA HACI BAYRAM VELİ ÜNİVERSİTESİ POLATLI FEN-EDEBİYAT FAKÜLTESİ MATEMATİK BÖLÜMÜ
- Ana Dal Fen Bilimleri ve Matematik Temel Alanı
- Yan Dal Matematik
Article counts come from two sources, each shown separately: YÖKSİS (academic declarations) and OpenAlex (open scholarly catalog). Patents and artistic activities are listed under the Works tabs below.
Index quartiles
Scopus (SJR)
18 Total
- Q1 3
- Q2 10
- Q3 5
- Q4 0
Other counts
- YÖKSİS rows 18 Q1 0 Q2 0 Q3 0 Q4 0
WoS (JCR)
19 Total
- Q1 9
- Q2 5
- Q3 5
- Q4 0
Other counts
- YÖKSİS rows 19 Q1 0 Q2 0 Q3 0 Q4 0
TR Index
5 articles
OpenAlex citation percentiles
Top 1% articles
0
Top 10% articles
1
Avg percentile
65.9%
Articles with percentile
22
OpenAlex citation percentile; covered works only (~52%).
What do these indicators mean?
- Q1–Q4: the quartile of the journal in the given index (Scopus/WoS). Q1 = top 25%, Q4 = bottom 25%.
- Top 1% / top 10%: number of works among the top 1% or 10% most-cited worldwide in the same field and year.
- Avg percentile: mean citation percentile of the works (100 = highest).
- Source: index quartiles from Scopus/WoS and TR Index flags; citation percentiles from OpenAlex.
Proceedings
Conference proceedings recorded in YÖKSİS.
Records
- 2017 On (p,q)-Analogue of Lupaş-Schurer Operators
- 2023 A Generalization of the Linear Positıve Operators by Using the Special Polynomials
- 2023 Bivariate Operators that Reproduce Exponential Functions
- 2025 APPROXIMATION BY CHLODOWSKY-TYPE OF SZÁSZ OPERATORS INCLUDING THE APPELL POLYNOMIALS OF CLASS A^(2)
- 2022 On the Approximation by Generalized Szasz-Mirakyan-Baskakov Operators
- 2017 On (p,q)-Analogue of Lupaş-Schurer-Stancu Operators
- 2018 On (p,q)-Analogue of Baskakov-Stancu-Kantorovich Operators
- 2024 A Generalization of Jakimovski-Leviatan Operators
- 2022 Durrmeyer-type generalization of some linear positive operators
- 2022 Kantorovich Tip Operatörlerin Parametrik Genelleştirilmesi
- 2025 Approximation by a Generalization of the Szasz-Baskakov Operators
- 2019 On Post-Widder Operators Preserving Exponential Functions
- 2023 A Generalization Of Szász-Kantorovich Operators By Using Special Polynomials
- On the Generalization of the Chlodowsky-Type Szász Operators Including Polynomials
- 2021 New Results for Bernstein Operators
- 2023 Approximation by new Modification of Bernstein Operators
- 2025 Sıtma Hastalığının Bir Matematiksel Modelinin Nümerik Çözümleri
- 2019 Modifiye Edilmiş Baskakov Operatörlerinin Yaklaşım Özellikleri
- 2024 Sıtma Bulaşının Nüks Eden Matematiksel Modelinin Nümerik Çözümleri
- A generalization of the Szasz-Baskakov operators