CORRELATION-PROPERTIES OF DYNAMICAL CHAOS IN HAMILTONIAN-SYSTEMS

被引：284

作者：

CHIRIKOV, BV

SHEPELYANSKY, DL

机构：

来源：

PHYSICA D | 1984年 / 13卷 / 03期

关键词：

D O I：

10.1016/0167-2789(84)90140-4

中图分类号：

O29 [应用数学];

学科分类号：

070104 ;

摘要：

引用

页码：395 / 400

页数：6

共 20 条

[11]

Kornfeld I.P., 1980, ERGODIC THEORY

[12]

Lichtenberg A. J., 1983, REGULAR STOCHASTIC M

[13]

Mackay R. S., 1982, THESIS PRINCETON U

[14] A RENORMALIZATION APPROACH TO INVARIANT CIRCLES IN AREA-PRESERVING MAPS [J].

MACKAY, RS .

PHYSICA D, 1983, 7 (1-3) :283-300

[15] TRANSPORT IN HAMILTONIAN-SYSTEMS [J].

MACKAY, RS ;

MEISS, JD ;

PERCIVAL, IC .

PHYSICA D, 1984, 13 (1-2) :55-81

[16] CHAOTIC MODULATION OF CORRELATION-FUNCTIONS [J].

NAGASHIMA, T ;

HAKEN, H .

PHYSICS LETTERS A, 1983, 96 (08) :385-388

[17]

NAGASHIMA T, 1983, LECT NOTES PHYS, V179, P250

[18] UNIVERSAL PROPERTIES OF THE TRANSITION FROM QUASI-PERIODICITY TO CHAOS IN DISSIPATIVE SYSTEMS [J].

OSTLUND, S ;

RAND, D ;

SETHNA, J ;

SIGGIA, E .

PHYSICA D, 1983, 8 (03) :303-342

[19] FRACTAL DIAGRAMS FOR HAMILTONIAN STOCHASTICITY [J].

SCHMIDT, G ;

BIALEK, J .

PHYSICA D, 1982, 5 (2-3) :397-404

[20]

[No title captured]

← 1 2 →