16-5-2006 Complete PhD in Mathematics “Numerical Analysis”
Ph.D. Thesis:
Supervisor: Assistant Professor Dr. Omer M. Al-Faour,
Title: Computational Methods for Solving System of Volterra Integral and Integro-differential Equations
1990 Complete M. Sc. in Numerical Analysis, Department of Mathematics, College of Science, Salahaddin University, Iraq, 23-6-1990.
M. Sc. Thesis:
Supervisor: Assistant Professor Dr. K. B. Srivastava,
Title: A study of Lacunary interpolation by Splines.
1987 Complete B.Sc. Mathematics, at Department of Mathematics, College of Science, Salahaddin University/Erbil, Iraq, 2-7-1987.
1982 Took Baccalaureate, at Azadi Secondary School, Erbil, Iraq
Training Courses and Conferences:
June 2001: attending the training course about conflict resolution in Beirut, Lebanon.
October 2000: attending the training course about conflict resolution in Columbia University, New York.
Researches:
Name and Date of Researches Published
1.Rostam K. Saeed, Homotopy perturbation method for solving system of nonlinear Fredholm integral equations of the second kind, Journal of Applied Science Research, (2008) (accepted).
2.Rostam K. Saeed and Chinar S. Ahmed, Numerical Solution of the System of linear Volterra Integral Equations of the Second Kind using Mote-Carlo Method, Journal of Applied Science Research, (2008) (accepted).
3.Rostam K. Saeed and Mehdi H. Mahmud, Solution of a system of two-dimensional linear Fredholm integral equation of the second kind by quadrature methods, Australian Journal of Basic and Applied Sciences, (2008) (to appear).
4.Rostam K. Saeed and Hassan M. Sdeq, Solving a system of linear Fredholm fractional integro-differential equations using homotopy perturbation method, Australian Journal of Basic and Applied Sciences, (2008) (to appear).
5.Abbas Y. Al-Bayati, Rostam K. Saeed and Karwan H. Jwaner, The existence, uniqueness and upper bounds for errors of six degree spline interpolating the lacunary data (0,2,5), Al-Rafidain Journal for computer science and Mathematics, 2008 ( accepted)
6.Rostam K. Saeed and Chinar S. Ahmed, Approximate Solution for the System of Non-linear Volterra Integral Equations of the Second Kind by using Block-by-Block Method, Australian Journal of Basic and Applied Sciences, 2(1),2008, 114-124.
7.Rostam K. Saeed and Kawa M. Aziz, An iterative method with quartic convergence for solving nonlinear equations, Applied Mathematics and Computation, USA, 202 (2008), p. 435-440.
8.Abbas Y. Al-Bayati, Rostam K. Saeed and Kawa M. Aziz, Romberg algorithm to solve a System of Nonlinear Fredholm Integral Equations of Second Kind, Al-Rafidain Journal for computer science and Mathematics, 2008 (Acccepted)
9.Rostam K. Saeed and Chinar S. Ahmed, Approximate Solution for the System of Nonlinear Volterra Integral Equations of the Second Kind by Weighted Residual Methods, Journal of of Kirkuk University -Scientific Studies-2008 (accepted)
10.Rostam K. Saeed and Kawa M. Aziz, Approximate Solution of the System of Nonlinear Fredholm Integral Equations of the Second Kind Using Spline Function, Journal of of Kirkuk University-Scientific Studies, Vol.3, N0. 1(2008), p. 113-128.
11.Rostam K. Saeed, Solution of a System of Linear Fredholm Integral Equations of the Second Kind by Iteration Methods, Journal of of Kirkuk University-Scientific Studies, Vol.2, No.1(2007), 57-68.
12.Omer M. Al-faour and Rostam K. Saeed, Solution of a system of linear Volterra integro-differential equations by Weighted residual methods, Journal of Al-Nahrain University, 2006
13.Omer M. Al-faour and Rostam K. Saeed, Solution of a system of linear Volterra integral and integro-differential equations by spectral method, Journal of Al-Nahrain University, 2006
14.Rostam K. Saeed and With Karwan H. Jwamer, Minimizing error bounds in lacunary interpolation by spline function, (0,1,4) case, Journal of Al-Nahrain University, Vol. 8(2), December, 2005, pp.114-119.
15.Omer M. Al-faour and Rostam K. Saeed, Solution of a linear system of Fredholm integro-differential equation of the second kind by successive approximation, Adomian decomposition and Aitkin's methods, Zanko, The Scientific journal of Salahaddin University/Erbil, Vol.17,NO.1 (2005), p.79-89
16.Rostam K. Saeed and Ahmed M Sabir, On boundary of joint numerical range of n-tuple operators on a complex Hilbert space, Zanko, The Scientific journal of Salahaddin University/Erbil, Vol.16 NO.6 (2004), P.157-166
17.Rostam K. Saeed and Karwan H. Jwamer, Non-homogeneous lacunary interpolation by splines (0,3;0,2,4) case, (JDU) Journal of Dohuk University, Vol.6, No.1,(2003), p.94-103.
18.Rostam K. Saeed and Karwan H. Jwamer, Lacunary interpolation by spline function (0,3) case, (JZS) Journal of Zankoy Sulaimani, Vol.6, No.1, (2003), p.43-49.
19.Rostam K. Saeed and Karwan H. Jwamer, Lacunary interpolation by spline function (0,1,4) case, (JDU) Journal of Dohuk University, Vol.4, No.2, (2001), p.193-196.
20.Rostam K. Saeed, The solution of Cauchy’s problem by using six degree spline, (JDU) Journal of Dohuk University, Vol.3, No.1,(2000), p.22-25.
21.Rostam K. Saeed and Fateh S. Aziz, On Hermite-Fejer interpolation at Tchebychev nodes at first kind, (JDU) Journal of Dohuk University, Vol.3, No.2, (2000), p.90-94.
22.Rostam K. Saeed, Numerical solution of integro-differential equation using Subbotin quadratic spline, Journal of Ebn-Alhaytham for Pure and Applied Science, (1999).
23.Rostam K. Saeed, Averaging interpolation by periodic Cubic spline, Journal of Ebn-Alhaytham for Pure and Applied Science, (1999).
24.Rostam K. Saeed, Solution of Cauchy’s problem by deficient spline, (J.C.E.) Journal of Education College, Vol.4, No.4, (1994), p.1-8.
25.Rostam K. Saeed, (0,1,3,5) Lacunary interpolation by deficient splines, J. Sci. Nat. (Journal of Science and Nature), Vol.2, No.1, (1993), p.1-3.
26.Rostam K. Saeed, (0,2,5) Interpolation by six degree spline, Zanco, the Scientific journal of Salahaddin University/Erbil, Vol.5, No.2, (1992-1993), p.38-45.
Subjects of interest:
1.Approximation theory
2.Numerical Analysis
3.Spline function
4.Integral equation
5.Linear Algebra
6.Functional Analysis
7.Finite Mathematics
8.Calculus
