In this work, we present a numerical method based on a splitting algorithm to find the solution of an inverse source problem with the additional conditions.
Shekarpaz, S. and Azari, H. (2022). An efficient method for solving parabolic inverse problems with additional condition. Towards Mathematical Sciences, 2(1), 91-109. doi: 10.22067/tmsj.2022.42639
MLA
Shekarpaz, S. , and Azari, H. . "An efficient method for solving parabolic inverse problems with additional condition", Towards Mathematical Sciences, 2, 1, 2022, 91-109. doi: 10.22067/tmsj.2022.42639
HARVARD
Shekarpaz, S., Azari, H. (2022). 'An efficient method for solving parabolic inverse problems with additional condition', Towards Mathematical Sciences, 2(1), pp. 91-109. doi: 10.22067/tmsj.2022.42639
CHICAGO
S. Shekarpaz and H. Azari, "An efficient method for solving parabolic inverse problems with additional condition," Towards Mathematical Sciences, 2 1 (2022): 91-109, doi: 10.22067/tmsj.2022.42639
VANCOUVER
Shekarpaz, S., Azari, H. An efficient method for solving parabolic inverse problems with additional condition. Towards Mathematical Sciences, 2022; 2(1): 91-109. doi: 10.22067/tmsj.2022.42639
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