American Journal of Computational and Applied Mathematics

American Journal of Computational and Applied Mathematics is a peer-reviewed international journal. This journal publishes significant research papers from all branches of applied mathematical and computational sciences. It publishes original papers of high scientific value in all areas of computational and applied mathematics.

I.Onur Kıymaz

Editorial Board Member of American Journal of Computational and Applied Mathematics

Assistant Professor, Ahi Evran Universitesi, Turkey

Research Areas

Ordinary, Partial, Fractional Linear, Nonlinear Differential Equations and Their Symbolic, Numeric, Approximate Analytic Solutions

Education

2003Ph.DEquations of Hypergeometric Type, Gazi University, TURKEY
1997M.Sc Hacettepe University, TURKEY
1994B.Sc Hacettepe University, TURKEY

Experience

2007-PresentAssistant Professor, Ahi Evran University, Dept. of Mathematics, TURKEY
2003-2007Lecturer, Ahi Evran University, Dept. of Mathematics, TURKEY
1995-2003Research Assistant, Gazi University, Dept. of Mathematics, TURKEY

Publications: Conferences/Workshops/Symposiums/Journals/Books

[1]  Güyer, T.; Kıymaz, O.; et al.; "A new method for computing the solutions of differential equation systems using generalized inverse via Maple", Appl. Math. Comp., 121, 291-299 (2001).
[2]  Kıymaz, O.; Mirasyedioğlu, Ş.; "An algorithmic approach to exact power series solutions of second order linear homogeneous differential equations with polynomial coeeficients", Appl. Math.Comp., 139 (1), 165-178 (2003).
[3]  Kıymaz, O.; Mirasyedioğlu, Ş.; "A new symbolic computation for formal integration with exact power series", Appl. Math. Comp., 162 (1), 215-224 (2005).
[4]  Kıymaz, O.; Mirasyedioğlu, Ş.; "A new symbolic computational approach to singular initial value problems in the second order ordinary differential equations", Appl. Math. Comp., 171 (2), 1218-1225 (2005).
[5]  Kıymaz, O.; "A symbolic algorithm for exact power series solutions of nth order linear homogeneous differential equations with polynomial coefficients near an ordinary point", Appl. Math. Comp., 183 (2), 1052-1056 (2006).
[6]  Kıymaz, O.; "An algorithm for solving initial value problems using Laplace Adomian decomposition method", Appl. Math. Sci., Vol. 3, No:30, 1453-1459, (2009).
[7]  Kıymaz, O.; Çetinkaya, A.; "Variational iteration method for a class of nonlinear differential equations", Int. J. of Contemp. Math. Sci., 5 (37), 1819-1826, (2010).
[8]  Çetinkaya, A.; Kıymaz, O.;, et al.; "The solutions of fractional PDE's with alternative variational iteration method", Int. J. of Pure and Applied Mathematics, 64 (4), 531-540, (2010).
[9]  Çetinkaya, A.; Kıymaz, O.; et al.; "Solutions of nonlinear PDE's of fractional order with generalized differential transform method", Int. Math. Forum, 6 (1), 39-47, (2011).
[10]  Kıymaz, O.; Çetinkaya, A.; "An iteration method for approximate analytic solutions of nonlinear differential equations", 26. TFD International Physics Congress, 24-27 September 2009, Bodrum.
[11]  Çetinkaya, A.; Kıymaz, O.; "Some decomposition formulas for a class of iterated equations", 26. TFD International Physics Congress, 24-27 September 2009, Bodrum.
[12]  Kıymaz, O.;, Çamlı, J.; et al.; "Solutions of fractional Fokker-Planck equation with generalized differential transform method", 27. TFD International Physics Congress, 14-17 September 2010, Istanbul.
[13]  Kıymaz, O.; Çetinkaya, A.; "Approximate analytic solutions for a class of nonlinear differential equations with variational iteration method", 27. TFD International Physics Congress, 14-17 September 2010, Istanbul.
[14]  Çetinkaya, A.; Çamlı, J.; Kıymaz, O.; "Generalized differential transform method for solving fractional partial differential equations", 27. TFD International Physics Congress, 14-17 September 2010, Istanbul.
[15]  Çetinkaya, A.; Kıymaz, O.; et al.; "Alternative variational iteration method for solving fractional partial differential equations", 27. TFD International Physics Congress, 14-17 September 2010, Istanbul.
[16]  Kıymaz, O.; Çetinkaya, A.; "Series solutions of fractional differential equations", 28. TFD International Physics Congress, 05-09 September 2011, Bodrum.
[17]  Çetinkaya, A., Kıymaz, O., et al., ¨General recurrence relation for a class of time-fractional differential equation¨, 28. TFD International Physics Congress, 05-09 September 2011, Bodrum.