Staff Portal
Osama Yousif Mohammed Sultan (Assistant Professor)

PhD in Differential Equations
Lecturer
Mathematics - Education for Pure Sciences
Ibrsul_2019@uoanbar.edu.iq


Biography

Osama yousif mohammed sultan Alabdali Name 8/7/1977 Date of Birth Differential Equations Specialization lecturer Position Teacher Scientific Degree Anbar university/Math.Dep. Work Address 07832369953 Mobile Alsltan_2006@yahoo.com E. mail B.Sc. Scientific Certification M.Sc. ? Ph.D.

Publication

 

 

 

 1. On the approximation of strongly convex functions by an upper or lower operatorAppl. Math. Comput., 247(1129-1138), 2014

  •  2 . New cubature formulas and Hermite-Hadamard type inequalities using integrals over some hyperplanes in the d-dimensional hyper-rectangle., Appl. Math. Comput 315(347-362), 2017
  • 3 . Characterizations of uniform convexity for differentiable functions, Appl. Anal. Discrete Math., 13(721-732), 2019
  • 4 . Sharp multidimensional numerical integration for strongly convex functions on convex polytopesFilomat 2020 ,Volume 34, Issue 2, Pages: 601- 607
  • 5. Evaluation and Determination of the Parameters of a Photovoltaic Cell by an Iterative MethodJournal of Al-Qadisiyah for computer science and mathematics,  2021, vol (13), No 1, Page: 34–42
  • 6. On Some Properties in Fuzzy Metric SpaceJournal of Al-Qadisiyah for computer science and mathematics2021, vol (13), No 1, Page: 55–61
  • 7. Orthogonal Boubaker-Turki polynomials algorithm for problems arising in engineering.
  • AIP Conference Proceedings, 2022, 2386, 050019.
  • 8. Optimal Estimates of Approximation Errors for Strongly Positive Linear Operators on Convex Polytopes
  • .Filomat, 2022, 36(2), pp. 695–701
  •  

Lectures


No. Subjects Lectures Stage File Video
1 ODEs Basis of classification of ordinary differential e Second
2 ODEs How to find the ODEs Second
3 ODEs The type of solutions and classification of proble Second
4 ODEs Solve the ordinary differential equation Of Separa Second
5 ODEs Solve the ordinary differential equation Of Homoge Second
6 ODEs Solve the ordinary differential equation Of Exact Second
7 ODEs Solve the ordinary differential equation Of Exact Second
8 ODEs Solve the ordinary differential equation Of Linear Second
9 ODEs Solve the ordinary differential equation Of Bernou Second
10 ODEs Solve the ordinary differential equation Of Recatt Second
11 ODEs Solve the ordinary differential equation Of Type f Second
12 ODEs Solve the ordinary differential equation Of Type s Second
13 ODEs Solve the ordinary differential equation2 Of Type Second

Other

 

convexity, convex polytope, cubature formulas, positive definite formulas, multivariate approximation, partitions of unity, PV cell mathematical model, physical parameters, maximum voltage, maximum current, parameter of solar cell.