Titlebook: Spectroscopy of Defects in Organic Crystals; N. I. Ostapenko,V. I. Sugakov,M. T. Shpak Book 1993 Springer Science+Business Media Dordrecht

vector

逢迎春日

N. I. Ostapenko,V. I. Sugakov,M. T. Shpakthat this relation is useless in order to detect the presence of chaotic dynamics. On the other hand, according to Peters, long-term memory can be equivalently detected by . analysis and Lyapunov exponents since there exist nonperiodic cycles for the two processes: “ .& .& .(Peters, 1991, p. 180).

nonplus

that this relation is useless in order to detect the presence of chaotic dynamics. On the other hand, according to Peters, long-term memory can be equivalently detected by . analysis and Lyapunov exponents since there exist nonperiodic cycles for the two processes: “ .& .& .(Peters, 1991, p. 180).

Increment

无能性

N. I. Ostapenko,V. I. Sugakov,M. T. Shpakbecause of the properties showed by the two kinds of processes. Effectively, a long-term memory process, like an Arfima process, is a stochastic one, while a chaotic process is by definition a deterministic one. However, this question finds its origins in recent works of Peters (1991, 1994) setting

留恋

Obstruction

N. I. Ostapenko,V. I. Sugakov,M. T. Shpakbecause of the properties showed by the two kinds of processes. Effectively, a long-term memory process, like an Arfima process, is a stochastic one, while a chaotic process is by definition a deterministic one. However, this question finds its origins in recent works of Peters (1991, 1994) setting

NUDGE

秘密会议

N. I. Ostapenko,V. I. Sugakov,M. T. Shpakbecause of the properties showed by the two kinds of processes. Effectively, a long-term memory process, like an Arfima process, is a stochastic one, while a chaotic process is by definition a deterministic one. However, this question finds its origins in recent works of Peters (1991, 1994) setting

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