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Ibrahim Sulaiman Ibrahim

Area interest

    Functional Analysis; Mathematical Analysis; Real Analysis

Specialties

    Functional Analysis

Language

Social Links

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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
2025

A Notion of λ-Fibonacci Statistical Convergence of Sequences of Numbers

2025-02

Exploring a Novel Approach to Deferred Nörlund Statistical Convergence

2025-01
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