Chaos and ComplexityJ. Thanh Van Tran Atlantica Séguier Frontières, 1995 - 345 pagini |
Cuprins
G J Chaitin Randomness in arithmetic and the limits of mathematical | 1 |
Tresser Aspects of renormalization in dynamical systems theory | 11 |
H Chaté Towards a thermodynamic approach of spatiotemporal chaos | 31 |
P De Kepper Stationary and timedependent spatial patterns | 41 |
J Laskar The chaotic motion of the solar system | 53 |
E Mosekilde Chaos and hyperchaos in an experimental economic system | 63 |
The impact of nonlinear dynamics | 79 |
adaptation | 97 |
A Babloyantz Information processing by spatiotemporal chaotic networks | 107 |
Pattern generation | 121 |
insights | 135 |
N Bonneuil The viability of demoeconomic behavior and the babyboom | 147 |
R Peschansky Intermittency in particle physics | 155 |
P Carruthers Some new techniques for the analysis of correlations | 165 |
H Gruler Selforganized molecular machines | 173 |
Termeni și expresii frecvente
activity amplitude analysis appear attractor average behavior bone calculations cells chaos chaotic complex concentration considered correlation corresponding coupling defects defined dependence described developed differential dimension discussed distribution dynamics effects equation evolution example existence experimental experiments field Figure flow fluctuations forcing formation France frequency function given global growth higher increases initial instability integration interaction intermittency Italy layer lead Lett limit maps mean measure mechanism method motion mutation nature neurons nonlinear observed obtained occurs orbits oscillations parameter particles pattern periodic phase Phys Physics positive possible present problem produce properties Quantum Mechanics reaction References region represents rhythms scale shown shows signal similar simple solution space spatial spiral stability structure surface theoretical theory transition turbulence University values variables variations waves