In this article, we endeavor to present the concept of weak derivatives with respect to the potential of a charge distribution. Furthermore, in quantum mechanics the correct momentum operators which are self-adjoint can be defined by weak derivative
Jafari Matehkolaee,M. and Hoseinian Abarghoei,A. (2024). Concept of weak derivative by resorting physical examples. Transactions in Theoretical and Mathematical Physics, 1(3), 68-71. doi: 10.30511/ttmp.2024.2026590.1024
MLA
Jafari Matehkolaee,M. , and Hoseinian Abarghoei,A. . "Concept of weak derivative by resorting physical examples", Transactions in Theoretical and Mathematical Physics, 1, 3, 2024, 68-71. doi: 10.30511/ttmp.2024.2026590.1024
HARVARD
Jafari Matehkolaee M., Hoseinian Abarghoei A. (2024). 'Concept of weak derivative by resorting physical examples', Transactions in Theoretical and Mathematical Physics, 1(3), pp. 68-71. doi: 10.30511/ttmp.2024.2026590.1024
CHICAGO
M. Jafari Matehkolaee and A. Hoseinian Abarghoei, "Concept of weak derivative by resorting physical examples," Transactions in Theoretical and Mathematical Physics, 1 3 (2024): 68-71, doi: 10.30511/ttmp.2024.2026590.1024
VANCOUVER
Jafari Matehkolaee M., Hoseinian Abarghoei A. Concept of weak derivative by resorting physical examples. TTMP, 2024; 1(3): 68-71. doi: 10.30511/ttmp.2024.2026590.1024
