ULUSLARARASI : | |
---|---|
1 | Solving inverse non-linear fractional differential equations by generalized Chelyshkov wavelets ERMAN SERTAÇ, DEMİR ALİ, ÖZBİLGE KAHVECİ EBRU , Elsevier BV, 2023 Uluslararası   Hakemli   SCI-Expanded   Özgün Makale |
2 | On the Solutions of Linear Fractional Differential Equations of Order 2q, Including Small Delay Where 0ltqlt1 DEMİR ALİ,Karapınar Kübra,ERMAN SERTAÇ , Communications in Mathematics and Applications, 2020 Uluslararası   Hakemli   Emerging Sources Citation Index (ESCI)   Özgün Makale |
3 | On the construction and stability analysis of the solution of linear fractional differential equation ERMAN SERTAÇ, DEMİR ALİ , APPLIED MATHEMATICS AND COMPUTATION, 2020 Uluslararası   Hakemli   SCI   Özgün Makale |
4 | Solutions of Linear Fractional Differential Equations of Order n-1<nq<n ERMAN SERTAÇ , Journal of Scientific Reports-A, 2020 Uluslararası   Hakemli   TR DİZİN   Özgün Makale |
5 | A note on the stability of a neural field model ÖZGÜR BERRAK, DEMİR ALİ, ERMAN SERTAÇ , Hacettepe Journal of Mathematics and Statistics, 2018 Uluslararası   Hakemli   SCI-Expanded   Özgün Makale |
6 | The stability analysis of a system with two delays ERMAN SERTAÇ, KODAL SEVİNDİR HÜLYA, DEMİR ALİ , Boundary Value Problems, 2018 Uluslararası   Hakemli   SCI-Expanded   Özgün Makale |
7 | A new approach for determination of boundary function for diffusion equation by fourier method ERMAN SERTAÇ,ÖZGÜR BERRAK,DEMİR ALİ , New Trends in Mathematical Science, 2017 Uluslararası   Hakemli   Zentralblatt MATH, MathSci.Net (AMS)   Özgün Makale |
8 | A Novel Approach for the Stability Analysis of State Dependent Differential Equation ERMAN SERTAÇ, DEMİR ALİ , Communications in Mathematics and Applications, 2016 Uluslararası   Hakemli   Emerging Sources Citation Index (ESCI)   Özgün Makale |
9 | An analysis on the stability of a state dependent delay differential equation ERMAN SERTAÇ,DEMİR ALİ , Open Mathematics, 2016 Uluslararası   Hakemli   SCI-Expanded   Özgün Makale |
10 | Analysis of fractional partial differential equations by Taylor series expansion DEMİR ALİ, ERMAN SERTAÇ, ÖZGÜR BERRAK, BOZTEPE ESRA , Boundary Value Problems, 2013 Uluslararası   Hakemli   SCI-Expanded   Özgün Makale |
11 | Analysis of the new homotopy perturbation method for linear and nonlinear problems DEMİR ALİ, ERMAN SERTAÇ, ÖZGÜR BERRAK, BOZTEPE ESRA , Boundary Value Problems, 2013 Uluslararası   Hakemli   SCI-Expanded   Özgün Makale |
12 | On the Inverse Problem of the Fractional Heat-Like Partial Differential Equations: Determination of the Source Function ÖZKUM GÜLCAN, DEMİR ALİ, ERMAN SERTAÇ, BOZTEPE ESRA, ÖZGÜR BERRAK , ADVANCES IN MATHEMATICAL PHYSICS, 2013 Uluslararası   Hakemli   SCI   Özgün Makale |
ULUSAL : | |
---|---|
1 | Undetermined Coefficients Method for Sequential Fractional Differential Equations ERMAN SERTAÇ , Kocaeli Journal of Science and Engineering, 2023 Ulusal   Hakemli   TR DİZİN   Özgün Makale |
İletişim
sertacerman@subu.edu.tr