Ali Abdulsahib Al-Butahi

B.Sc. in Mathematic (1991), Al-Mustansiriya University / College of science.

M.Sc. in Mathematic (1995), University of Baghdad / College of Science.

Ph.D. in Mathematic (2016), Al-Mustansiriya University / College of Science.

Topology , Representation theorem , Modulo theorem , Real analysis , Category

1. A. A. S. Mohamad, A Fixed Point Theorem in Generalized D-Semi Metric Space, Journal of Al-Nahrain University 13 (1), 160-162, 2010.

2. Eyad M.A.Al-Aamily, AliAbdulsahib M.Al-Butaihi2, Abid Ali H.Al- Al-Ta'ai, The First Triangular Representation of The Symmetric Groups over a field K of characteristic p=0, Journal of Advances in Mathematics. Vol. 12 No. 4, 2016.

3. Eyad M. A. Al-Aamily, Ali Abdulsahib M. Al-Butaihi, Abid Ali H. Al-Ta'ai, The First Triangular Representation of The Symmetric Groups over a field K of characteristic p divides (n-2). Journal of Advances in Mathematics. Vol. 12 No. 5, 2016.

4. Eyad M. A. Al-Aamily, Ali Abdulsahib M. Al-Butaihi, Abid Ali H. Al- Al-Ta'ai, The First Triangular Representation of The Symmetric Groups over a field K of characteristic p divides (n-1). IOSR Jour nal of Mathematics (IOSR-JM) e-ISSN: 2278-5728, p-ISSN: 2319-765X. Volume 12, Issue 2 Ver. II (Mar. - Apr. 2016), PP 27-34.

5. A. A. S. M. Al-Butahi, R. D. Ali, On the third natural representation module M (n-3,3) of the permutation groups, Journal of AL-Qadisiyah for computer science and mathematics Vol.10 No.2 Year 2018.

6. . Ali Abdul Sahib M.Al-Butahi, The First Triangular Representation of The Symmetric Groups when n=6, Journal of University of Babylon, Pure and Applied Sciences, Vol.(26), No.(5): 2018.

7. A. A. Al-Butahi, S. A. Al-Bayati, On the First natural Triangular representation of the Symmetric groups, Iraqi Journal of Science, 2391-2404, 2023.

8.T. Z. Al-Killabi, H. J. Al-Hwaeer, A. A. Al-Butahi, Category of Generalized Modules Over Two Different Rings, Al-Nahrain Journal of Science 26 (1), 31-40, 2023.

Undergraduate :-

Group Theory

Topological Spaces

Complex Numbers

Real Analysis

Calculus

Finite Mathematics

Discrete Mathematics

Postgraduates Courses :-

Module Theory

Number Theory