A
PROFILE
UPM's Staff Profile
DR. ATHIRAH BINTI NAWAWI @ MOHAMED NAWAWI
FACULTY OF SCIENCE
athirah@upm.edu.my
UPM WEBSITE
PROFILE
athirah
BM
EN
NAME:
(DR.) ATHIRAH BINTI NAWAWI @ MOHAMED NAWAWI
POSITION:
ENTITY:
FACULTY OF SCIENCE

FIELDS OF SUPERVISION
Analytical And Structural Mathematics / Pure Mathematics
PUBLICATION
2025:
Degree-based Energies of Commuting Graph for Dihedral Groups
2024:
WIENER-HOSOYA ENERGY OF NON-COMMUTING GRAPH FOR DIHEDRAL GROUPS
2024:
Characteristic Polynomial of Power Graph for Dihedral Groups Using Degree-Based Matrices
2024:
On the Spectral Radius and Sombor Energy of the Non-Commuting Graph for Dihedral Groups
2024:
Degree Square Subtraction Energy of Non-Commuting Graph for Dihedral Groups
2024:
Closeness Energy of Non-Commuting Graph for Dihedral Groups
2024:
Degree sum exponent distance energy of non-commuting graph for dihedral groups
2024:
Spectral Power Graph of Generalized Quaternion Groups
2024:
On Spectrum and Energy of Identity Graph for Group of Integers Modulo n, Z_n
2023:
Signless Laplacian Energy of Interval-Valued Fuzzy Graph and Its Applications
2023:
Neighbors Degree Sum Energy of Commuting and Non-Commuting Graphs for Dihedral Groups
2023:
Degree Subtraction Energy of Commuting and Non-Commuting Graphs for Dihedral Groups
2022:
DEGREE EXPONENT SUM ENERGY OF COMMUTING GRAPH FOR DIHEDRAL GROUPS
2022:
Maximum and Minimum Degree Energy of Commuting Graph for Dihedral Groups
2022:
DEGREE SUM ENERGY OF NON-COMMUTING GRAPH FOR DIHEDRAL GROUPS
2021:
DIHEDRAL GROUP AS GENERALIZED CONJUGACY CLASS GRAPH AND ITS RELEVANT MATRICES
2020:
ON DIAMETER OF SUBGRAPHS OF COMMUTING GRAPH IN SYMPLECTIC GROUP FOR ELEMENTS OF ORDER THREE
2019:
COMMUTING GRAPHS, C(G;X) IN SYMMETRIC GROUPS SYM(N) AND ITS CONNECTIVITY
2019:
The Disc Structures of Commuting Involution Graphs for Certain Simple Groups
2018:
On the structure of disconnected commuting graph in Mathieu group for prime order elements
2018:
THE DISC STRUCTURES OF COMMUTING INVOLUTION GRAPHS FOR CERTAIN SIMPLE GROUPS
2015:
On Commuting Graphs for Elements of Order 3 in Symmetric Groups