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intermittency

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The answer INTERMITTENCY has 1 possible clue(s) in existing crosswords.

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Definitions of intermittency in various dictionaries:

noun - the quality of being intermittent

INTERMITTENCY - In dynamical systems, intermittency is the irregular alternation of phases of apparently periodic and chaotic dynamics (PomeauManneville dynamics), o...

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Possible Crossword Clues
City interment (anag.)

Last Seen in these Crosswords & Puzzles
Mar 26 2008 The Telegraph - Quick

Possible Dictionary Clues
the state of being intermittent periodicity
stopping or ceasing for a time alternately ceasing and beginning again: an bintermittentb pain. alternately functioning and not functioning or alternately functioning properly and improperly. (of streams, lakes, or springs) recurrent showing water only part of the time.
the quality of being intermittent subject to interruption or periodic stopping

Intermittency description
In dynamical systems, intermittency is the irregular alternation of phases of apparently periodic and chaotic dynamics (PomeauManneville dynamics), or different forms of chaotic dynamics (crisis-induced intermittency).Pomeau and Manneville described three routes to intermittency where a nearly periodic system shows irregularly spaced bursts of chaos. These (type I, II and III) correspond to the approach to a saddle-node bifurcation, a subcritical Hopf bifurcation, or an inverse period-doubling bifurcation. In the apparently periodic phases the behaviour is only nearly periodic, slowly drifting away from an unstable periodic orbit. Eventually the system gets far enough away from the periodic orbit to be affected by chaotic dynamics in the rest of the state space, until it gets close to the orbit again and returns to the nearly periodic behaviour. Since the time spent near the periodic orbit depends sensitively on how closely the system entered its vicinity (in turn determined by what h

Intermittency description

In dynamical systems, intermittency is the irregular alternation of phases of apparently periodic and chaotic dynamics (PomeauManneville dynamics), or different forms of chaotic dynamics (crisis-induced intermittency).Pomeau and Manneville described three routes to intermittency where a nearly periodic system shows irregularly spaced bursts of chaos. These (type I, II and III) correspond to the approach to a saddle-node bifurcation, a subcritical Hopf bifurcation, or an inverse period-doubling bifurcation. In the apparently periodic phases the behaviour is only nearly periodic, slowly drifting away from an unstable periodic orbit. Eventually the system gets far enough away from the periodic orbit to be affected by chaotic dynamics in the rest of the state space, until it gets close to the orbit again and returns to the nearly periodic behaviour. Since the time spent near the periodic orbit depends sensitively on how closely the system entered its vicinity (in turn determined by what h

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