S. Mosley

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20032005

most citedThe positive radial momentum operator

1 citations · 1 across the 4 of their papers we have counts for

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quant-ph2003

Energy-momentum operators with eigenfunctions localized along a line

Shaun N. Mosley

The momentum operator $ {\bf p} = - i {\bx \nabla} $ has radial component $p ~ \equiv - i r^(\frac{1}{r} \partial_{r} r) .$ We show that $p ~$ is t…

math-ph2003★ 1 cited

The positive radial momentum operator

Shaun N. Mosley

The Laplacian in spherical coordinates contains the squared radial momentum operator $p_{r}^{2} = - r^{- 1} \partial_{r}^{2} r$ which is Hermitian and positive. However as has been pointe…