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Stabilizing Chaotic Behavior of RED
2018 IEEE 26th International Conference on Network Protocols (ICNP), 2018The Internet is a so complex nonlinear network that many results show how the data flow exhibits chaotic attributes and the fractal nature of aggregate TCP/IP traffic. In this work, we study a new model of Random Early Detection (RED) using beta distribution configured by tuning decisions of dropping or accepting packets so that the queue occupancy ...
Duran, Guilem +4 more
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Analyzing chaotic behavior via multitransient chaos
Physical Review A, 1992The time evolution of a dynamical system is examined in a space where two or more strange repellers coexist under the absence of any other attractors. Depending on the characteristics of every individual transient chaos we can model dynamical processes with different statistical ...
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Chaotic behavior in acoustic cavitation
Proceedings of IEEE Ultrasonics Symposium ULTSYM-94, 1994Acoustic cavitation is produced inside a piezoelectric cylinder in water. The onset of acoustic cavitation noise when the sound pressure amplitude is increased is studied with the new methods from nonlinear dynamics (nonlinear time series analysis).
null Lauterborn +2 more
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Chaotic behavior of respiration signals
Proceedings of the IEEE 23rd Northeast Bioengineering Conference, 2002This paper reflects a study to explore the chaotic behavior of respiration signals. The correlation dimension is used to identify the presence of strange attractors and estimate dimensions. The Grassberger-Procaccia algorithm and the embedding method of Takens were used for computation of the chaotic measure. Preliminary results show the presence of an
J. Tranquillo, null Taikang Ning
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Journal of Mathematical Physics
After recalling classical probabilistic limit theorems for sums of independent identically distributed random variables, we present analogous results in a dynamical context. Motivated by examples coming from statistical mechanics, we are mostly interested in the Sinai billiard and in the Z2-periodic Lorentz gas.
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After recalling classical probabilistic limit theorems for sums of independent identically distributed random variables, we present analogous results in a dynamical context. Motivated by examples coming from statistical mechanics, we are mostly interested in the Sinai billiard and in the Z2-periodic Lorentz gas.
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Chaotic behavior of the piccolo?
The Journal of the Acoustical Society of America, 2014A direct numerical solution of the Navier-Stokes equations has been used to calculate the sound produced by a model of the piccolo. At low to moderate blowing speeds and at appropriate blowing angles, the sound pressure is approximately periodic with the expected frequency.
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2002
In the United States presidential elections of the year 2000, a fairly infrequent outcome occurred, viz. one in which the winning candidate had less popular support than the losing one. Although this outcome is known to be possible under the U.S. election system, it is generally viewed as a kind of anomaly or even paradox.
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In the United States presidential elections of the year 2000, a fairly infrequent outcome occurred, viz. one in which the winning candidate had less popular support than the losing one. Although this outcome is known to be possible under the U.S. election system, it is generally viewed as a kind of anomaly or even paradox.
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Chaotic behavior in digital filters
Journal of the Franklin Institute, 1994Abstract In this paper we give an appraisal of the current status of the research on chaotic behavior in digital filters with two's complement (modulo 2) overflow nonlinearity. The digital filters have an abundance of chaotic behaviors. We speculate that the very special and peculiar features of chaos will be used in the near future for solving ...
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Chaotic behavior in stellar dynamos
Journal of Statistical Physics, 1985Slowly rotating main-sequence stars with deep convective zones have activity cycles like the sun's. The solar cycle is aperiodic and modulated to give intervals of reduced activity. A simple sixth-order system, obtained by truncating the dynamo equations, has solutions that mimic this behavior.
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Chaotic Dynamical Behavior in Lasers
1985We describe new uses of the spectrum of the output of a laser system to determine details of the changes in the dynamical behavior of lasers exhibiting highly nonlinear dynamics including deterministic chaos.
N. B. Abraham +6 more
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