2008, Vol.11, No.3, pp.385-389
The approximate wave functions for excited states are constructed
in the framework of a perturbative-variational method with the
help of a new minimization procedure for integral discrepancy. The
numerical verification of a new approach is performed by
calculating the expectation values of powers of the quartic
oscillator Hamiltonian. The detailed graphical verification of
approximate wave functions is fulfilled by means of local
discrepancy.
Key words:
perturbative-variational approximation, trial functions,
local and integral discrepancies
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