Kamal Alshlool

Kamal Alshlool

Aligarh Muslim University

H-index: 6

Asia-India

About Kamal Alshlool

Kamal Alshlool, With an exceptional h-index of 6 and a recent h-index of 6 (since 2020), a distinguished researcher at Aligarh Muslim University, specializes in the field of Functional Analysis, Sequence Spaces, Summability Theory.

His recent articles reflect a diverse array of research interests and contributions to the field:

On intuitionistic fuzzy hilbert ideal convergent sequence spaces.

A Study of Fibonacci Difference I–Convergent Sequence Spaces

On ideal convergence of double sequences in 2—fuzzy n—normed linear space

Spaces Of Fibonacci Difference Ideal Convergent Sequences In Random 2–Normed Space

Some results on intuitionistic 2-fuzzy n-normed linear spaces via ideal.

On i-convergent sequence spaces defined by Jordan totient operator

On some properties of ideal convergent double sequences in fuzzy normed spaces

Sequences of fuzzy star-shaped numbers

Kamal Alshlool Information

University

Position

___

Citations(all)

103

Citations(since 2020)

101

Cited By

41

hIndex(all)

6

hIndex(since 2020)

6

i10Index(all)

3

i10Index(since 2020)

3

Email

University Profile Page

Aligarh Muslim University

Google Scholar

View Google Scholar Profile

Kamal Alshlool Skills & Research Interests

Functional Analysis

Sequence Spaces

Summability Theory

Top articles of Kamal Alshlool

Title

Journal

Author(s)

Publication Date

On intuitionistic fuzzy hilbert ideal convergent sequence spaces.

Acta Scientiarum: Technology

Vakeel Ahmad Khan

Izhar Ali Khan

Sameera Ameen Ali Abdullah

Kamal Mohd Ali Sulaiman Alshlool

2022/1/1

A Study of Fibonacci Difference I–Convergent Sequence Spaces

Vakeel A Khan

Kamal MAS Alshlool

Sameera AA Abdullah

2022/7/20

On ideal convergence of double sequences in 2—fuzzy n—normed linear space

Applied Mathematics-A Journal of Chinese Universities

Vakeel A Khan

Sameera AA Abdullah

Kamal MAS Alshlool

Umme Tuba

Nazneen Khan

2022/6

Spaces Of Fibonacci Difference Ideal Convergent Sequences In Random 2–Normed Space

Facta Universitatis, Series: Mathematics and Informatics

Vakeel A Khan

Henna Altaf

Ayhan Esi

Kamal MAS Alshlool

2021/11/26

Some results on intuitionistic 2-fuzzy n-normed linear spaces via ideal.

Mathematics in Engineering, Science & Aerospace (MESA)

Vakeel A Khan

Kamal MAS Alshlool

Sameera AA Abdulla

2021/3/1

On i-convergent sequence spaces defined by Jordan totient operator

Filomat

Vakeel A Khan

Zahid Rahman

Kamal MAS Alshlool

2021

On some properties of ideal convergent double sequences in fuzzy normed spaces

Vakeel Ahmed Khan

Kamal Mohd Ali Suleiman Alshool

Henna Altaf

Sameera Ameen Ali Abdullah

2021

Sequences of fuzzy star-shaped numbers

J. Math. Computer Sci

VA Khan

E Evren Kara

U Tuba

KMAS Alshlool

A Ahmad

2020

On Hilbert I-convergent sequence spaces

Journal of Mathematics and Computer Science

VA Khan

KMAS Alshlool

M Alam

2020

A study of Nörlund ideal convergent sequence spaces

Yugoslav Journal of Operations Research

Vakeel A Khan

Sameera AA Abdullah

Kamal MAS Alshlool

2020

On Intuitionistic Fuzzy n–Normed Iλ–Convergence of Sequence spaces Defined by Orlicz Function

Advances in Dynamical Systems and Applications (ADSA)

Vakeel A Khan

Abdullah AH Makharesh

Mohammad Faisal Khan

Sameera AA Abdullah

Kamal MAS Alshlool

2020

On some topological properties of intuitionistic 2-fuzzy n-normed linear spaces

Hacettepe Journal of Mathematics and Statistics

Lj DR Kocinac

VA Khan

KMAS Alshlool

H Altaf

2020

See List of Professors in Kamal Alshlool University(Aligarh Muslim University)