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The Delta Function Potential *
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SOLVED: The Dirac delta function is an important mathematical tool in quantum mechanics. One way of defining it, related to Fourier transforms, is as the integral of a complex exponential. δ(k) =
Introduction to the Dirac Delta Function
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Phys. Rev. Phys. Educ. Res. 19, 010104 (2023) - Students' difficulties with the Dirac delta function in quantum mechanics
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Everything is Physics - The Dirac delta function δ(x) is a distribution on the real line which equals zero everywhere except at zero, with an integral of one over the entire real
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The Delta Function Potential *
Paul Dirac's Delta Function | Galileo Unbound
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quantum mechanics - Why Dirac delta function is considered as wave function? - Physics Stack Exchange
Dirac delta function - Wikipedia
Dirac delta function - Wikipedia
PDF] The infinite well and Dirac delta function potentials as pedagogical, mathematical and physical models in quantum mechanics | Semantic Scholar