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Volumn 10, Issue 4, 2000, Pages 747-755

Embedding dynamics for round-off errors near a periodic orbit

(2) Lowenstein, J H a Vivaldi, F b

a POLYTECHNIC UNIVERSITY (United States)

b QUEEN MARY UNIVERSITY OF LONDON (United Kingdom)

Author keywords

[No Author keywords available]

Indexed keywords

EID: 0034360818 PISSN: 10541500 EISSN: None Source Type: Journal
DOI: 10.1063/1.1322027 Document Type: Article

Times cited : (29)

References (13)

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3
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- Vivaldi, F.¹

4
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- Quasi-periodicity, global stability and scaling in a model of Hamiltonian round-off
- J. H. Lowenstein, S. Hatjispyros, and F. Vivaldi, "Quasi-periodicity, global stability and scaling in a model of Hamiltonian round-off," Chaos 7, 49-66 (1997).
- (1997) Chaos , vol.7 , pp. 49-66
- Lowenstein, J.H.¹ Hatjispyros, S.² Vivaldi, F.³

5
- 0002340963
- (unpublished) [I.Vladimirov@mailbox.uq.edu.au]
- I. Vladimirov, "Discretization of dynamical systems" (unpublished) [I.Vladimirov@mailbox.uq.edu.au].
- Discretization of Dynamical Systems
- Vladimirov, I.¹

6
- 0001223224
- Anomalous transport in a model of Hamiltonian round-off errors
- J. H. Lowenstein and F. Vivaldi, "Anomalous transport in a model of Hamiltonian round-off errors," Nonlinearity 11, 1321-1350 (1998).
- (1998) Nonlinearity , vol.11 , pp. 1321-1350
- Lowenstein, J.H.¹ Vivaldi, F.²

7
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- Round-off errors and p-adic numbers
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- Bosio, D.¹ Vivaldi, F.²

8
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- unpublished
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- Dynamics of Nonergodic Piecewise Affine Maps of the Torus
- Adler, R.¹ Kitchens, B.² Tresser, C.³

9
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- Dover, New York
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- McCarthy, P.J.¹

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- Cambridge University Press, Cambridge
- R. Lidl and H. Niederreiter, Introduction to Finite Fields and Their Applications (Cambridge University Press, Cambridge, 1986).
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11
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- Cambridge University Press, Cambridge
- J. W. S. Cassels, An Introduction to Diophantine Approximations (Cambridge University Press, Cambridge, 1957).
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12
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- Minimal chaos, stochastic webs, and structures of quasicrystal symmetry
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13
- 0002186838
- Fixed-point densities for a quasiperiodic kicked-oscillator map
- J. H. Lowenstein, "Fixed-point densities for a quasiperiodic kicked-oscillator map," Chaos 5, 566-577 (1995).
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- Lowenstein, J.H.¹

* 이 정보는 Elsevier사의 SCOPUS DB에서 KISTI가 분석하여 추출한 것입니다.