Maher Ali Nawkhass
@su.edu.krd
Mathematics Department , College of Education, Salahaddin University-Erbil
Salahaddin University-Erbil
Nawkhass is a dedicated mathematics lecturer currently serving at Salahaddin University's College of Education. With a strong passion for education and a profound understanding of mathematical concepts, Nawkhass has been instrumental in shaping the minds of aspiring mathematicians and educators.
Nawkhass embarked on their academic journey by earning a Bachelor of Science (B.Sc) degree in Mathematics in 2008 from Salahaddin University. This foundational education laid the groundwork for their future endeavors in the field of mathematics.
Driven by a desire to delve deeper into their subject of interest, Nawkhass pursued further education and earned a Master of Science (M.Sc) degree in Mathematics in 2014. This advanced degree equipped them with specialized knowledge and research skills that would later benefit their students and academic career.
EDUCATION
Education:
- 2020 – until now (Ph.D. student)
- 2012-2014: (M.Sc. in Optimization). Department of Mathematics, College of Education, Salahaddin University - Kurdistan Region - IRAQ.
- 2004-2008: (B.Sc. in Mathematics). Department of Mathematics, College of Education, Salahaddin University - Kurdistan Region - IRAQ.
RESEARCH, TEACHING, or OTHER INTERESTS
Applied Mathematics, Control and Optimization, Computational Mathematics, Mathematics
Scopus Publications
Scholar Citations
Scholar h-index
Scholar i10-index
Scopus Publications
Maher A. Nawkhass and Nejmaddin A. Sulaiman
Springer Science and Business Media LLC
Maher Ali Nawkhass and Nejmaddin Ali Sulaiman
IGI Global
The property of fuzzy sets is approached as an instrument for the construction and finding of the value of the multi-objective linear fractional programming problem (MOLFPP), which is one of the systems of decision problems that are covered by fuzzy dealings. The paper introduces an approach to convert and solve such a problem by modifying the symmetric fuzzy approach, suggesting an algorithm, and demonstrating how the fuzzy linear fractional programming problem (FLFPP) can be answered without raising the arithmetic potency. Also, it introduces a technique that uses an optimal mean to convert MOLFPP to a single LFPP by modifying the symmetric fuzzy approach. A numeric sample is provided to clarify the qualification of the suggested approach and compare the results with other techniques, which are solved by using a computer application to test the algorithm of the above method, indicating that the results obtained by the fuzzy environment are promising.
Nejmaddin A. Suleiman and Maher A. Nawkhass
Hikari, Ltd.
In this paper, we defined a new modified simplex method to solve quadratic fractional programming problem (QFPP) and suggested an algorithm for it. The algorithm of usual simplex method is also reported. The special case for this problem was solved by Converting objective function to pseudoaffinity of quadratic fractional functions (PQFF) to a linear programming problem to be solved by simplex method. Then the result is compared with a result, which obtained by new modified simplex method. These methods demonstrated by numerical examples. This work confirms that our techniques is valid and can be used to solve this particular type of QFPP.