PERIODIC-ORBITS OF THE SAWTOOTH MAPS

[1] ARNOLD VI, 1978, ERGODIC PROBLEMS CLA

[2] DANA I, COMMUNICATION

[3] Franks J, 1970, P S PURE MATH, V14, P61

[4] HARTLY B, 1980, RINGS MODULES LINEAR

[5] Lichtenberg A. J., 1983, REGULAR STOCHASTIC M

[6] TRANSPORT IN HAMILTONIAN-SYSTEMS [J]. PHYSICA D, 1984, 13 (1-2): : 55 - 81

[7] NEWTON METHOD FOR HIGHLY UNSTABLE ORBITS [J]. PHYSICA D, 1987, 24 (1-3): : 172 - 178

[8] NIVEN I. M., 1972, INTRO THEORY NUMBERS

[9] ARITHMETICAL PROPERTIES OF STRONGLY CHAOTIC MOTIONS [J]. PHYSICA D, 1987, 25 (1-3): : 105 - 130

[10] A LINEAR CODE FOR THE SAWTOOTH AND CAT MAPS [J]. PHYSICA D-NONLINEAR PHENOMENA, 1987, 27 (03) : 373 - 386

[1] ARNOLD VI, 1978, ERGODIC PROBLEMS CLA

[2] DANA I, COMMUNICATION

[3] Franks J, 1970, P S PURE MATH, V14, P61

[4] HARTLY B, 1980, RINGS MODULES LINEAR

[5] Lichtenberg A. J., 1983, REGULAR STOCHASTIC M

[6] TRANSPORT IN HAMILTONIAN-SYSTEMS [J]. PHYSICA D, 1984, 13 (1-2): : 55 - 81

[7] NEWTON METHOD FOR HIGHLY UNSTABLE ORBITS [J]. PHYSICA D, 1987, 24 (1-3): : 172 - 178

[8] NIVEN I. M., 1972, INTRO THEORY NUMBERS

[9] ARITHMETICAL PROPERTIES OF STRONGLY CHAOTIC MOTIONS [J]. PHYSICA D, 1987, 25 (1-3): : 105 - 130

[10] A LINEAR CODE FOR THE SAWTOOTH AND CAT MAPS [J]. PHYSICA D-NONLINEAR PHENOMENA, 1987, 27 (03) : 373 - 386