Abstract
Proofs are given that the quasidiscrete energy levels for the Stark effect can be obtained via quasiclassical minimization of inter-related spherically symmetrical hamiltonians. Implicit formulas, expressed just in terms of algebraic equations, are written down to first 1/ N order. The analytic continuation of such formulas towards resonance energies is also established. General symmetry properties, suitable parametrizations, and limiting cases are discussed.
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