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- W4200624417 abstract "We present a construction of quadratic, cubic and quartic complex invariants for one-dimensional time-independent and time-dependent classical systems within the framework of rationalization method. The concerned Hamiltonians are scaled on an extended complex phase space characterized by x = x 1 + ip 2 , p = P 1 + ix 2 . The results of this work may be potent for understanding complex trajectories of both classical and quantum systems ." @default.
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- W4200624417 date "2021-12-01" @default.
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- W4200624417 title "Complex invariants for some time-independent and time-dependent classical systems" @default.
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