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A family of analytically solvable schrödinger equations related by Levi-Civita transformation

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This property allows forming a series of two-dimensional problems into an interrelated family. Starting from two related problems namely Coulomb plus harmonic oscillator and sextic double-well anharmonic oscillator potentials, such family is constructed via repeatedly applying Levi-Civita transformations. | A family of analytically solvable schrödinger equations related by Levi-Civita transformation

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