PERSONAL SUMMARY: Here A brief summary of my scientific work, would be enough to highlight on Curriculum Vitae. In 1974; I finished Bachelor degree requirements at Mathematical department , I have achieved a first level at the department. Then I got a Master's degree in maths / Faculty of science / University of Baghdad. After that, I have engaged in a series of administrative and scientific work in the field of higher education and scientific research. In 1990-1991, focused my attention toward completing the doctor of philosophy degree in mathematics . this was so helpful to determine the inspirations I use to generate ideas for scientific research in field , Abstract Algebra / Ring Theory, and the Module Theory . Currently , I am working in the field of theoretical influences, and I have a multitude of outstanding scientific research in this field . EDUCATION: • Doctor of Philosophy , Mathematics in Abstract Algebra ; Faculty of Science \ Baghdad University, Iraq ;1991. • Master of Science, Mathematics, Faculty of Science , Baghdad University, Iraq ;1974. • Bachelor of Science, Mathematics, Faculty of Science, Al- Mustansiriyah University, Baghdad, Iraq ;1971. ACADEMIC HONORS AND AWARDS: The recipient of numerous awards and honors certificates and certificates of appreciation from the scientific conferences in many colleges, and along many years. ACADEMIC /TEACHING EXPERIENCE: • Since 1974, I worked as a lecturer in the Department of Mathematics / Faculty of Science / Mustansiriya University till now. • Coordinator Department in Dept. of Mathematics / Faculty of Science / Mustansiriya University, for the period (1982-1987), (1993-1995). • Head of Department of Mathematics / Faculty of Science / Mustansiriya University, for the period (2006-2008). • Graduate Administrator in the Department of Mathematics / Faculty of Science / Al- Mustansiriya University, for the period (1999- 2000), (2008 till now). • Head of the Department of Mathematics / Faculty of Education / University of Sanaa / Mahaweet. • Lecturer at the Faculty of Administration and Economics / University of Benghazi / Libya. COURSES TAUGHT: Undergraduate 1- Calculus 2- Finite Mathematics. 3- Mathematics Foundation. 4- Linear Algebra. 5- Group Theory. 6- Rings Theory. 7- Introduction to the Theory of Modules. 8-Mathematical Analysis. 9- Measure Theory. 10- Integral Theory. 11- Complex Analysis. 12- Linear Programming . 13- Ordinary Differential Equations. Graduate 1- Module Theory. 2- Commutative Algebra. 3- Ring Theory. 4- Non- commutative rings. 5- Injective Modules and Related Concepts. 6- Some Generalizations of Injective Modules. 7- Injective and Projective Modules. 8-Continuous and Quasi- Continuous Modules. 9- Modules and Structures of Rings. 10-Topics in Module Theory. 11- Topics in Semi-group Theory. 12- Theory of Acts on Semi-group. PROFESSIONAL AFFILIATIONS: • I have participated in many discussions to graduate students as a member, president of the various Iraqi universities. • Chairman of the Scientific promotions in the Faculty of Science / Mustansiriyah University. • A Member of Committee of Central scientific Promotion at Mustansiriyah University. • Chairman of the central objections / Mustansiriyah University. • A member of the Development of Mathematics curricula in Iraqi universities. PUPLICATIONS: • (85) research paper have been published in various Journals ; local , Arabic, and universal. • Authored Books: 1 - Translated a book into Arabic in the field of "linear algebra" for the author A.Wayne Roberts, published in The Benjamin Publishing. 2 - Currently under implementation book titled "course in abstract algebra." 3 - Currently under implementation "Glossary of abstract algebra." • Lectures: lecture on "Mystery Mndj ideas" within the cultural season of the Faculty of Science. PROFFESSIONALDEVELOPMENT • Participating in research papers within the field of specialization in several conferences; local and Arab. • Attend Arab Arabization conference in Tripoli / Libya in 1977. • Participate scientific research at the Third Conference of the Jordanian Society for Mathematics in 1996.
There are no published researchs
In this paper, we interpose the notion tools, Noetherian gamma acts, and γ – idempotent elements, to describe gamma semigroups in which all gamma acts are quasi – injective. We get the following equivalent (i) a gamma semigroup S is Noetherian and each finite direct sum of quasi – injective SΓ-act is quasi – injective (ii) direct sum of quasi – injective SΓ-act is quasi – injective. Also we prove that an γ – monoid is ΓRQI if and only if all right Γ-ideal generated by γ – idempotent element. © TARU PUBLICATIONS.