1 | info | Bernstein Operator Approach for Solving Linear Differential Equations | İŞLER ACAR NEŞE | Mathematical Sciences and Applications E-Notes | 2021 | Ulusal, Hakemli, Elektronik, TR DİZİN |
2 | | A projection method for linear Fredholm-Volterra integro-differential equations | İŞLER ACAR NEŞE,DAŞCIOĞLU AYŞEGÜL | Journal of Taibah University for Science | 2019 | Uluslararası, Hakemli, Elektronik, SCI-Expanded |
3 | info | A Bernstein polynomial approach for solution of nonlinear integral equations | İŞLER ACAR NEŞE,DAŞCIOĞLU AYŞEGÜL | The Journal of Nonlinear Sciences and Applications | 2017 | Uluslararası, Hakemli, Elektronik, SCI-Expanded |
4 | info | A collocation method for linear integral equations in terms of the generalized Bernstein polynomials | DAŞCIOĞLU AYŞEGÜL,İŞLER ACAR NEŞE | New Trends in Mathematical Sciences | 2016 | Uluslararası, Hakemli, Elektronik, Doaj, Zentralblatt MATH, MathSci.Net, Dergi Park (Ulakbim), World Cat, Global Impact, SIS, Advanced Science Index |
5 | | A COLLOCATION METHOD FOR LANE EMDEN TYPEEQUATIONS IN TERMS OF GENERALIZED BERNSTEIN POLYNOMIALS | İŞLER ACAR NEŞE,DAŞCIOĞLU AYŞEGÜL | Pioneer Journal of Mathematics and Mathematical Sciences | 2014 | Uluslararası, Hakemli, , Zentralblatt für Mathematik |
6 | | Bernstein Collocation Method for Solving Nonlinear Fredholm Volterra Integrodifferential Equations in the Most General Form | DAŞCIOĞLU AYŞEGÜL,İŞLER ACAR NEŞE,GÜLER COŞKUN | Journal of Applied Mathematics | 2014 | Uluslararası, Hakemli, Elektronik, SCI-Expanded |
7 | info | Bernstein Collocation Method for Solving Linear Differential Equations | AKYÜZ DAŞCIOĞLU Ayşegül, ISLER ACAR Nese | Gazi University Journal of Science | 2013 | Uluslararası, Hakemli, Elektronik, SCOPUS,COMPENDEX |
8 | info | BERNSTEIN COLLOCATION METHOD FOR SOLVING NONLINEAR DIFFERENTIAL EQUATIONS | DAŞCIOĞLU AYŞEGÜL,İŞLER ACAR NEŞE | Mathematical and Computational Applications | 2013 | Uluslararası, Hakemli, Elektronik, Scopus, EI Compendex, INSPEC, ULAKBİM |
9 | | Studies on generalization of special equations at the q integers | IŞIK ÖZLEM,İŞLER ACAR NEŞE | international journal of mathematics and computation | 2011 | Uluslararası, Hakemli, , Math. Sci. Net, Mathematical Reviews,Zentralblatt MATH. |