A. Coskun, "An Inverse Problem in Estimating the Time Dependent Source Term and Initial Temperature Simultaneously by the Polynomial Regression and Conjugate Gradient Method," FILOMAT , vol.34, no.10, pp.3507-3516, 2020
Coskun, A. 2020. An Inverse Problem in Estimating the Time Dependent Source Term and Initial Temperature Simultaneously by the Polynomial Regression and Conjugate Gradient Method. FILOMAT , vol.34, no.10 , 3507-3516.
Coskun, A., (2020). An Inverse Problem in Estimating the Time Dependent Source Term and Initial Temperature Simultaneously by the Polynomial Regression and Conjugate Gradient Method. FILOMAT , vol.34, no.10, 3507-3516.
Coskun, ARZU. "An Inverse Problem in Estimating the Time Dependent Source Term and Initial Temperature Simultaneously by the Polynomial Regression and Conjugate Gradient Method," FILOMAT , vol.34, no.10, 3507-3516, 2020
Coskun, ARZU. "An Inverse Problem in Estimating the Time Dependent Source Term and Initial Temperature Simultaneously by the Polynomial Regression and Conjugate Gradient Method." FILOMAT , vol.34, no.10, pp.3507-3516, 2020
Coskun, A. (2020) . "An Inverse Problem in Estimating the Time Dependent Source Term and Initial Temperature Simultaneously by the Polynomial Regression and Conjugate Gradient Method." FILOMAT , vol.34, no.10, pp.3507-3516.
@article{article, author={ARZU COŞKUN}, title={An Inverse Problem in Estimating the Time Dependent Source Term and Initial Temperature Simultaneously by the Polynomial Regression and Conjugate Gradient Method}, journal={FILOMAT}, year=2020, pages={3507-3516} }