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Ibrahim Sulaiman Ibrahim
ibrahim.ibrahim@uoz.edu.krd
009647504208609
Male
Iraq , Zakho
Iraqi
Faculty of Education
Department of Mathematics
01225728
Area interest
Functional Analysis; Mathematical Analysis; Real Analysis
Specialties
Functional Analysis
Language
Social Links
Google Scholar
ResearchGate
ORCID
Scopus
Web of Science
Education
Master of Science
2019
Bachelor of Science
2017
Academic Title
2021
Assistant Lecturer
2021-06-15
Thesis
2020
Statistical Convergence of Number Sequences and Some Generalizations With Respect to Modulus Functions
2020-01-01
Published Journal Articles
2024
Hyperbolic Non-Polynomial Spline Approach for Time-Fractional Coupled KdV Equations: A Computational Investigation
2024-12
Bessel statistical convergence: New concepts and applications in sequence theory
2024-11
Improved Fractional Differences with Kernels of Delta Mittag–Leffler and Exponential Functions
2024-11
Weighted Statistical Convergence and Cluster Points: The Fibonacci Sequence-Based Approach Using Modulus Functions
2024-11
Positivity and uniqueness of solutions for Riemann–Liouville fractional problem of delta types
2024-11
A new notion of convergence defined by weak Fibonacci lacunary statistical convergence in normed spaces
2024-08
A New Notion of Convergence Defined by The Fibonacci Sequence: A Novel Framework and Its Tauberian Conditions
2024-08
On The Sets of f−Strongly Cesàro Summable Sequences
2024-06
λ−Statistically Convergent and λ−Statistically Bounded Sequences Defined by Modulus Functions
2024-05
The sets of (α,β)-statistically convergent and (α,β)-statistically bounded sequences of order γ defined by modulus functions
2024-02
2021
On strong lacunary summability of order α with respect to modulus functions
2021-08
Conference
2019
SOME RELATIONS BETWEEN THE SETS OF f-STRONGLY CESARO SUMMABLE SEQUENCES
2019-04