ALL Publications
Computing topological descriptors of prime ideal sum graphs of commutative rings
E Öztürk Sözen, T Alsuraiheed, C Abdioğlu, S Ali
Symmetry 15 (12), 2133
2023
F Labassi, UU Rehman, T Alsuraiheed, T Mahmood, MA Khan
IEEE Access 12, 65838-65855
2024
Characterization of multiplication commutative rings with finitely many minimal prime ideals
T Alsuraiheed, VV Bavula
Communications in Algebra 47 (11), 4533-4540
2019
MU Mirza, R Anjum, MZ Youssef, T Alsuraiheed
AIMS Mathematics 8 (12), 30922-30939
2023
Bipolar complex fuzzy submodules
T Alsuraiheed, U ur Rehman, MA Khan, T Mahmood
Physica Scripta 99 (6), 065225
2024
Fermatean fuzzy fairly aggregation operators with multi-criteria decision-making
MH Mateen, I Al-Dayel, T Alsuraiheed
Axioms 12 (9), 865
2023
Posner’s theorem and∗-centralizing derivations on prime ideals with applications
S Ali, TM Alsuraiheed, MS Khan, C Abdioglu, M Ayedh, NN Rafiquee
Mathematics 11 (14), 3117
2023
Action of n-derivations and n-multipliers on ideals of (semi)-prime rings
S Ali, TM Alsuraiheed, N Parveen, V Varshney
AIMS Math 8, 17208-17228
2023
Criteria for a direct sum of modules to be a multiplication module over noncommutative rings
T Alsuraiheed, VV Bavula
Journal of Algebra 584, 69-88
2021
UU Rehman, F Labassi, T Alsuraiheed, T Mahmood, MA Khan
IEEE Access 12, 80847-80858
2024
J Ahmmad, F Labassi, T Alsuraiheed, T Mahmood, MA Khan
IEEE Access 12, 77514-77522
2024
A new algebraic structure of complex pythagorean fuzzy subfield
MH Mateen, T Alsuraiheed, M Hmissi
IEEE Access 11, 145636-145650
2023
Entropy and multi-fractal analysis in complex fractal systems using graph theory
ZS Mufti, AH Tedjani, R Anjum, T Alsuraiheed
Axioms 12 (12), 1126
2023
Reversible codes and applications to DNA codes over F 4 2 t [u]/(u 2-1)
T Alsuraiheed, ES Oztas, S Ali, MB Yilgor
AIMS Math 8 (11), 27762-27774
2023
-complex anti fuzzy subgroups and their applications
A Ali, MH Mateen, Q Xin, T Alsuraiheed, G Alhamzi
AIMS Mathematics 9 (5), 11580-11595
2024
On the Strong Secure Domination Number of a Graph
T Alsuraiheed, JA Mercy, LBM Raj, T Asir
Mathematics 12 (11), 1666
2024
Characterization of nonlinear mixed bi-skew Lie triple derivations on∗-algebras
T Alsuraiheed, J Nisar, N Rehman
Mathematics 12 (9), 1403
2024
Classification of Genus Three Zero-Divisor Graphs
T Asir, K Mano, T Alsuraiheed
Symmetry 15 (12), 2167
2023
Characterization of Lie-Type Higher Derivations of von Neumann Algebras with Local Actions
AH Kawa, T Alsuraiheed, SN Hasan, S Ali, BA Wani
Mathematics 11 (23), 4770
2023
Classification of Data Mining Techniques under the Environment of T-Bipolar Soft Rings
J Ahmmad, T Alsuraiheed, MA Khan, T Mahmood
Symmetry 15 (10), 1870
2023
Exploring Graph Embedding Strategies for Co-Intersection Ideals in Commutative Rings
T Alsuraiheed, J Nisar
Mathematics 14 (9), 1404
2026
Contemporary Algebraic Attributes of the q‐Rung Orthopair Complex Fuzzy Subgroups
A Ali, M Hmissi, T Alsuraiheed, D Akter
Journal of Mathematics 2024 (1), 5572061
2024
Nonlinear mixed type product [K, F]∗⊙ D on∗-algebras
J Nisar, T Alsuraiheed, N ur Rehman
AIMS MATHEMATICS 9 (8), 21596-21608
2024
On Symmetric Additive Mappings and Their Applications
S Ali, T Alsuraiheed, V Varshney, IE Wijayanti
Symmetry 15 (10), 1874
2023
On Symmetric Generalized n-Derivations on Prime Ideals
T Alsuraiheed, S Ali, V Varshney, IE Wijayanti
Preprints
2023
MH Mateen, I Al-Dayel, T Alsuraiheed
2023
T Alsuraiheed, VV Bavula
COMMUNICATIONS IN ALGEBRA 48 (10), 4554-4554
2020
Multiplication rings and multiplication modules
TMA Alsuraiheed
University of Sheffield
2019
Some structural properties of cyclic codes over the semi-local ring
S Ali, T Alsuraiheed, K Alnefaie, P Sharma, M Jeelani
Data mining evaluation is very critical in the sense that it determines how well a classification model performs and how well it can generate accurate predictions on brand-new, unexplored data. It…
Let m and n be fixed positive integers. Suppose that A is a von Neumann algebra with no central summands of type I1, and Lm:A -> A is a Lie-type higher derivation.
A well-known result of Posner's second theorem states that if the commutator of each element in a prime ring and its image under a nonzero derivation are central, then the ring is commutative. In…