Takip et
Ali Uğur Sazaklıoğlu
Ali Uğur Sazaklıoğlu
thk.edu.tr üzerinde doğrulanmış e-posta adresine sahip
Başlık
Alıntı yapanlar
Alıntı yapanlar
Yıl
A note on the numerical solution of an identification problem for observing two‐phase flow in capillaries
AS Erdogan, AU Sazaklioglu
Mathematical Methods in the Applied Sciences 37 (16), 2393-2405, 2014
312014
Existence and uniqueness results for an inverse problem for semilinear parabolic equations
AU Sazaklioglu, A Ashyralyev, AS Erdogan
Filomat 31 (4), 1057-1064, 2017
172017
Investigation of a time-dependent source identification inverse problem with integral overdetermination
A Ashyralyev, AU Sazaklioglu
Numerical Functional Analysis and Optimization 38 (10), 1276-1294, 2017
162017
Numerical solution of a source identification problem: Almost coercivity
A Ashyralyev, AS Erdogan, AU Sazaklioglu
Journal of Inverse and Ill-posed Problems 27 (4), 457-468, 2019
92019
Existence and uniqueness results for an inverse problem for a semilinear equation with final overdetermination
AU Sazaklioglu, AS Erdogan, A Ashyralyev
Filomat 32 (3), 847-858, 2018
82018
On the unique solvability of an inverse problem for a semilinear parabolic equation
AU Sazaklioglu, AS Erdogan
Advancements in Mathematical Sciences 1676 (1), 020050, 2015
42015
A note on the stability of a time-dependent source identification problem
A Ashyralyev, AU Sazaklioglu
AIP Conference Proceedings 1611 (1), 186-189, 2014
42014
On the numerical solution of a diffusion equation arising in two-phase fluid flow
AS Erdogan, AU Sazaklioglu
AIP Conference Proceedings 1470 (1), 22-26, 2012
32012
On the numerical solutions of some identification problems for one-and multidimensional parabolic equations backward in time
AU Sazaklioglu
Applied Numerical Mathematics 181, 76-93, 2022
22022
On the unique solvability of an inverse problem for a semilinear equation with final overdetermination
AU Sazaklioglu, AS Erdogan, A Ashyralyev
AIP Conference Proceedings 1759 (1), 2016
12016
A second order of accuracy stable implicit difference scheme for a two-phase fluid flow model
AS Erdogan, AU Sazaklioglu
AIP Conference Proceedings 1479 (1), 590-593, 2012
12012
An iterative numerical method for an inverse source problem for a multidimensional nonlinear parabolic equation
AU Sazaklioglu
Applied Numerical Mathematics, 2024
2024
On a new difference scheme for a multidimensional inverse source problem backward in time
AU Sazaklioglu
Sixth International Conference on Analysis and Applied Mathematics, 76, 2022
2022
Kirişçi, Murat 191 Köroğlu, Mehmet E. 156, 183 Kucukunal, Mehmet 214 Kunisch, Karl 236 Kurbanlı, AS 50
A Lukashov, MF Maghrebi, E Malkowsky, G Mehdiyeva, E Misirli, H Nergiz, ...
An explicit difference scheme for the numerical solution of a class of inverse problems backward in time
AU Sazaklioglu
Some Iterative Methods for a Class of Inverse Problems for Semilinear Differential Equations Backward in Time
AU Sazaklioglu
ICAMƩ’21, 76, 0
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Makaleler 1–16