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2
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85036157006
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P. Leboeuf and A. Voros, in Quantum Chaos: Between order and disorder, edited by G. Casati and B. V. Chirikov (Cambridge University Press, Cambridge, England, 1995), p. 507
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P. Leboeuf and A. Voros, in Quantum Chaos: Between order and disorder, edited by G. Casati and B. V. Chirikov (Cambridge University Press, Cambridge, England, 1995), p. 507.
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6
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4243686209
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and references therein
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V. N. Prigodin, N. Taniguchi, A. Kudrolli, V. Kidambi, and S. Sridhar, Phys. Rev. Lett. 75, 2392 (1995), and references therein.
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(1995)
Phys. Rev. Lett.
, vol.75
, pp. 2392
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Prigodin, V.N.1
Taniguchi, N.2
Kudrolli, A.3
Kidambi, V.4
Sridhar, S.5
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8
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0000733386
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See, for instance, W. Zhang, D. Feng, and R. Gilmore, Rev. Mod. Phys. 62, 867 (1990).
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(1990)
Rev. Mod. Phys.
, vol.62
, pp. 867
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Zhang, W.1
Feng, D.2
Gilmore, R.3
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10
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85036176933
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More recently, Nonnenmacher and Voros 11 have rigorously established that the semiclassical convergence of the Husimi densities towards the uniform ergodic measure implies the equidistribution of the corresponding zeros over the phase space in the classical limit
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More recently, Nonnenmacher and Voros 11 have rigorously established that the semiclassical convergence of the Husimi densities towards the uniform ergodic measure implies the equidistribution of the corresponding zeros over the phase space in the classical limit.
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13
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85036255536
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P. Leboeuf, e-print chao-dyn/9901019.
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Leboeuf, P.1
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18
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85036415578
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17, Hannay has derived a general expression for the k-point correlation function
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In 17, Hannay has derived a general expression for the k-point correlation function.
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24
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36749114717
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Irrational billiards are conjectured to be ergodic—see, for example, A. Hobson, J. Math. Phys. 16, 2210 (1976)
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(1976)
J. Math. Phys.
, vol.16
, pp. 2210
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Hobson, A.1
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26
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85036283874
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For computational purposes, irrational polygons are systems with high genus
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For computational purposes, irrational polygons are systems with high genus.
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27
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85036270900
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P. A. Boasman, Ph.D. thesis, University of Bristol, U.K., 1992 (unpublished)
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P. A. Boasman, Ph.D. thesis, University of Bristol, U.K., 1992 (unpublished).
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29
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0010115710
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Y. Y. Bai, G. Hose, K. Stefański, and H. S. Taylor, Phys. Rev. A 31, 2821 (1985).
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(1985)
Phys. Rev. A
, vol.31
, pp. 2821
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Bai, Y.Y.1
Hose, G.2
Stefański, K.3
Taylor, H.S.4
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34
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85036150440
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Note that in Figs. 1111 and 1313, no attempt has been made to separate the zeros close to and far away from the real axis for either the RAF result on (Formula presented) or the polygonal billiard results on (Formula presented) and (Formula presented). The effect of nonuniformity has, however, been found to be small for the number of zeros considered
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Note that in Figs. 1111 and 1313, no attempt has been made to separate the zeros close to and far away from the real axis for either the RAF result on (Formula presented) or the polygonal billiard results on (Formula presented) and (Formula presented). The effect of nonuniformity has, however, been found to be small for the number of zeros considered.
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