9 citations · 11 across the 4 of their papers we have counts for
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hep-th2020★ 9 cited
An infinite square-well potential as a limiting case of a finite square-well potential in a minimal-length scenario
André Oakes O. Gonçalves, Michael F. Gusson, Bernardo B. Dilem +4
One of the most widely problem studied in quantum mechanics is of an infinite square-well potential. In a minimal-length scenario its study requires additional care because the bou…
hep-th2012★ 1 cited
Neumann boundary conditions inhibiting the SSB in the Coleman-Weinberg mechanism
F. N. Fagundes, R. O. Francisco, B. B. Dilem +1
In this work we show that homogeneous Neumann boundary conditions inhibit the Coleman-Weinberg mechanism for spontaneous symmetry breaking in the scalar electrodynamics if the leng…