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. & Azari, H. (2022). An efficient method for solving parabolic inverse problems with additional condition. Towards Mathematical Sciences, 2(1), 91–109. https://doi.org/10.22067/tmsj.2022.42639
MLA
Shekarpaz, S., & 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
Shekarpaz, S. & 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
VANCOUVER
Shekarpaz S., Azari H. An efficient method for solving parabolic inverse problems with additional condition. tmsj. 2022;2(1):91–109 (In Persian). doi: 10.22067/tmsj.2022.42639