PT Symmetric Schrödinger Operators: Reality of the Perturbed Eigenvalues

Physics – Mathematical Physics

Scientific paper

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Scientific paper

10.3842/SIGMA.2010.009

We prove the reality of the perturbed eigenvalues of some PT symmetric
Hamiltonians of physical interest by means of stability methods. In particular
we study 2-dimensional generalized harmonic oscillators with polynomial
perturbation and the one-dimensional $x^2(ix)^{\epsilon}$ for $-1<\epsilon<0$.

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