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One indication is that there seem to be no interference peaks in the ATI spectrum, which is equispaced - pointing at a single initial Floquet state.
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85088620978
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L(t′)|.
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36
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5644251128
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note
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The extraction of Floquet states by filtering the (t,t′) wave function is independently pursued by J. Wells - we thank him for correspondence on this fact.
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37
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36449008356
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D. Neuhauser, J. Chem. Phys. 100, 5076 (1994); M. R. Wall and D. Neuhauser, ibid. 102, 8011 (1995); J. W. Pang and D. Neuhauser, Chem. Phys. Lett. 252, 173 (1996); see also Ref. 18c.
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36449006911
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D. Neuhauser, J. Chem. Phys. 100, 5076 (1994); M. R. Wall and D. Neuhauser, ibid. 102, 8011 (1995); J. W. Pang and D. Neuhauser, Chem. Phys. Lett. 252, 173 (1996); see also Ref. 18c.
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41
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5644279631
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note
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The energy spectrum in the Floquet problem is infinitely large (and periodic) so that the choice of the energy levels by their order in the region [-0.5,0.5] is arbitrary (and not necessarily related to the zero-field order). Thus, energy levels "O" and "9"are really neighboring in energies, which leads to the corresponding peak in Figure 1. The peaks in the graph are similar when 14 basis functions are used.
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