صورة الباحث

انوار خليل فرج حافظ اللامي الهاشمي

الجامعة التكنولوجية

معرف سكوباس

57195284893

معامل هيرتش

4

عدد البحوث

11

عدد الاستشهادات

27

Computer Science (miscellaneous)

Modeling and Simulation

Agricultural and Biological Sciences (miscellaneous)

Biotechnology

Computational Mathematics

Mathematics (all)

Computer Vision and Pattern Recognition

Computer Science (all)

Applied Mathematics

Signal Processing

Computer Science Applications

Information Systems

Chemistry (all)

Analysis

Physics and Astronomy (all)

Algebra and Number Theory

Statistics and Probability

Numerical Analysis

Discrete Mathematics and Combinatorics

Biochemistry, Genetics and Molecular Biology (all)

Geology

عنوان البحث تاريخ النشر اسم المجلة رابط
(μ,δ)-reverse derivations with Γ-rings 2025-04-01 Journal of Interdisciplinary Mathematics عرض
Generating function and root properties for chromatic polynomials 2025-01-01 International Journal of Mathematics and Computer Science عرض
The Commutativity of Quotient Rings with Homoderivations 2024-01-01 International Journal of Mathematics and Computer Science غير متوفر
On Centrally-Extended Multiplicative (generalized)-(α, β)-Reverse Derivations in Semiprime Rings 2024-01-01 International Journal of Mathematics and Computer Science غير متوفر
Symmetric Generalized Bi-Derivations with Prime Ideals 2023-01-01 International Journal of Mathematics and Computer Science غير متوفر
Combining Algebraic GSVD and Gravitational Search Algorithm for Optimizing Secret Image Watermark Sharing Technique 2022-01-01 International Journal of Mathematics and Computer Science غير متوفر
Commutativity and Prime Ideals with Proposed Algebraic Identities 2021-01-01 International Journal of Mathematics and Computer Science غير متوفر
Some Results Concerning Multiplicative (Generalized)-Derivations and Multiplicative Left Centralizers 2020-01-01 International Journal of Mathematics and Computer Science غير متوفر
On skew left N-derivations with lie ideal structure 2019-01-01 Baghdad Science Journal عرض
On skew left ∗-n-derivations of ∗-ring 2018-11-29 Iraqi Journal of Science عرض
An interactive proof via some generalized reduced rings 2017-06-30 International Conference on Current Research in Computer Science and Information Technology Iccit 2017 عرض