A Convergent Iterative Solution of the Q
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R. Friedberg; T.D. Lee; W.Q. Zhao; A. Cimenser
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Article
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2001
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Elsevier Science
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English
β 269 KB
We present a new convergent iterative solution for the two lowest quantum wave functions Ο ev and Ο od of the Hamiltonian with a quartic double-well potential V in one dimension. By starting from a trial function, which is by itself the exact lowest even or odd eigenstate of a different Hamiltonian