Publication

1.  Nahdh S. M. Al-Saif, Ameen Sh. Ameen, Numerical Solution of Mixed Volterra – Fredholm Integral Equation Using the Collocation Method, Baghdad Science Journal, 17(3):849-853, 2020. DOI: http://dx.doi.org/10.21123/bsj.2020.17.3.0849. link
2. AMEEN SH. AMEEN, KHATTAB M. ALI ALHEETI AND SALAH A. ALIESAWI , Employing Graph Theory in Enhancing Power Energy   of Wireless Sensor Networks,           JOURNAL OF INFORMATION SCIENCE AND ENGINEERING 36, 323-335 (2020). DOI: 10.6688/JISE.202003_36(2).0011. link
3. Nahdh S. M. Al-Saif, Ameen Sh. Ameen, Solving Mixed Volterra - Fredholm Integral Equation (MVFIE) by Designing Neural Network, Baghdad Science Journal, Vol.16(1)2019.           DOI: http://dx.doi.org/10.21123/bsj.2019.16.1.0116. link
4. KHATTAB M. ALI ALHEETI , AMEEN SH. AMEEN, A NOVEL APPROACH OF MOBILE SECURITY ROBOTICS MOVED BASED ON GRAPH THEORY, Journal of Theoretical and Applied Information Technology ,Vol.96. No 14 , 4471-4480 , 31st July 2018. link
5. Nahdh S. M. Al-Saif, Ameen Sh. Ameen, Ghaith Fadhil Abbas, Solving Three Dimensions Volterra Integral Equations (TDVIE) via a Neural Network, Tikrit Journal of Pure Science, Volume 23, Issue 10, Pages 92-96, 2018
6. Roslan Hasni, Ameen Shaman Ameen, Yee-Hock Peng, Haixing Zhao , Chromaticity of complete 6-partite graphs with certain star or matching deleted II , Acta Mathematicae Applicatae Sinica, English Series volume 29, pages35–42(2013). link 
7. Roslan Hasni, Ameen Shaman Ameen, Gee Choon Lau , A remark on chromatically unique 5-partite graphs , Applied Mathematical Sciences, Vol. 7, no. 4, 181 – 195 , 2013. link 
8. H. Roslan, A. Sh. Ameen,   On Chromatic Uniqueness of Certain 6-Partite Graphs, Applied Mathematical Sciences, Vol. 6, no. 35, 1727 – 1740, 2012. link 
9. Ameen Shaman Ameen, Yee Hock Peng, Haixing Zhao, Gee Choon Lau and Roslan Hasni, Chromaticity of Complete 5-Partite Graph with Certain Star or Matching Deleted, Thai Journal of Mathematics Volume 10 (2012) Number 1 : 25–34. link 
10.   H. Roslan, A. Sh. Ameen, Y. H. Peng and H. X. Zhao, Chromaticity of Complete 6-Partite Graphs with Certain Star or Matching Deleted, Bulletin of the Malaysian Mathematical Sciences Society, Volume 35, Number 1, 2012. link
11. H. Roslan, A. Sh. Ameen, Y. H. Peng and H. X. Zhao, On chromatic uniqueness of certain 5-partite graphs, Journal of Applied Mathematics and Computing volume 35, pages507–516(2011).   link 
12. A.Sh. Ameen, Y.H. Peng, H. Roslan, A Note on Chromaticity of Certain 6-Partite Graphs, Proceedings of the World Congress on Engineering 2010 Vol III, WCE 2010, June 30 - July 2,       2010, London, U.K.   link 
13. H. ROSLAN, A. SH. AMEEN, Y. H. PENG, H. X. ZHAO, CLASSIFICATION OF COMPLETE 5-PARTITE GRAPHS AND CHROMATICITY OF 5-PARTITE GRAPHS WITH 5n + 2 VERTICES, Far East Journal of Mathematical Sciences (FJMS) Volume 43, Number 1, 2010, Pages 59-72. link

Lectures

No.	Subjects	Lectures	Stage	File	Video
1	Graph Theory	Notes on Graph Theory	Third
2	Graph theory	Planar Graph / Part 1	Third
3	Graph theory	Planar Graph / Part 2	Third
4	Graph theory	Matrix Representations of Graphs	Third
5	Graph theory	Cycle Matrix / Part 1	Third
6	Graph theory	Cycle Matrix / Part 2 (Fundamental Cycle Matrix)	Third
7	Graph theory	Cut- Set Matrix / Part 1	Third
8	Graph theory	Cut- Set Matrix / Part 2	Third
9	Graph theory	Relation between ???????? , ????????,????????	Third
10	Graph theory	Adjacency Matrix / Part 1	Third
11	Graph theory	Adjacency Matrix / Part 2	Third
12	Graph theory	Path Matrix	Third
13	Graph theory	Discussion	Third
14	Graph theory	Introduction to Graphs (1)	Third
15	Graph theory	Introduction to Graphs (2)	Third
16	Graph theory	Introduction to Graphs (3)	Third
17	Graph theory	Isomorphic Graphs	Third
18	Graph theory	Graphs and Their Operations	Third
19	Graph theory	Connectedness of Graphs	Third
20	Graph theory	Traversability in Graphs \ Eulerian Graphs	Third
21	Graph theory	Traversability in Graphs (II)	Third
22	Graph theory	Directed Graphs	Third
23	Graph theory	Directed Graphs (II)	Third
24	Graph theory	Minimum cut & Maximum Flow	Third
25	Graph Theory	Introduction to Graphs\1	Third
26	Graph Theory	Introduction to Graphs\2	Third
27	Graph Theory	Introduction to Graphs\3	Third
28	Graph Theory	Graphs and Their Operations	Third
29	Graph Theory	Connectedness of Graphs	Third
30	Graph Theory	Traversability in Graphs\ Eulerian Graphs	Third
31	Graph Theory	Traversability in Graphs (II)	Third
32	Graph Theory	Directed Graphs	Third
33	Graph Theory	Directed Graphs (II)	Third
34	Graph Theory	Minimum cut & Maximum Flow	Third
35	Graph Theory	Trees	Third
36	Graph Theory	Types of Trees	Third
37	Graph Theory	Isomorphic Graphs	Third

Other

    Conferences:

• 1.On chromatic uniqueness of complete partite graphs. Proceedings of 10th International Annual Symposium UMTAS 2011, 11-13 July, Permai Hotel, Kuala Terengganu.
• 2. A note on chromaticity of certain partite graphs. Proceedings of the World Congress on Engineering 2010, Vol. III (WCE 2010), June 30- July 2, 2010, London, U. K.
• 3. Chromaticity of complete partite graphs with certain star or matching deleted. Prosiding  Simposium  Kebangsaan Sains Matematik Ke-17, 15-17 Disember 2009, Hotel Mahkota, Melaka, 795-802.
• 4. Submodules of Bounded Modules / Physical & Mathematical Scientific Conference in Baghdad University, 2002.
• 5. Strongly Bounded Modules / Second Regional Conference of College of Science in  Baghdad University, 2002.

Professional Organizations & NGOs:

1. Member of the editorial board of Anbar University Journal of pure sciences.

2. Member, Iraqi Society for Mathematics.