Examples of using Dynamical in English and their translations into Tagalog
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A class of dynamical systemscf.
Grown into a vast field involving dynamical systems.
Milnor cast his eye on dynamical systems theory in the mid-1970s.
Smale discovered strange attractors which lead to chaotic dynamical systems.
One question therefore is whether dynamical systems tend to have periodic orbits.
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After 1971 Novikov became interested in mathematical physics and dynamical systems.
These are on the theory of dynamical systems with applications to Hamiltonian dynamics.
Her interests moved towards applying topological ideas to the theory of dynamical systems.
In 1954 he developed his work on dynamical systems in relation to planetary motion.
This method has became a new effective tool in the study of nonlinear dynamical systems(see).
He modelled physical processes by dynamical systems, opening new lines of inquiry.
Feigenbaum presents an elementary review on period-doubling bifurcations in nonlinear dynamical systems in.
One of the basic concepts in dynamical systems is that of a fixed point or a periodic orbit.
An attractor in classical mechanics is a geometrical way of describing the behaviour of a dynamical system.
In 1968 he was invited to attend a conference on Dynamical Systems at the University of Warwick.
The theory of dynamical systems really began with Poincaré who was studying the stability of the solar system.
He was awarded his habilitation for a dissertation On dynamical systems with invariant measure in 1951.
The dynamical theory of heat led Thomson to also think of a dynamical theory for electricity and magnetism.
Digital option is a money tool combining function principles of Classical and Dynamical Binary Options.
We know that if then the points of the dynamical system that don't converge to are connected and otherwise they are completely disconnected.
Cumulative effects of small random perturbations(or"noise")on the long term behaviour of dynamical systems; and.
Therefore the coupling constant is a dynamical variable in string theory, unlike the case of quantum field theory where it is constant.
The n-body problem andelectric circuit theory were among the applications that Smale framed in the language of dynamical systems.
Dynamical systems as a mathematical discipline goes back to Poincaré, who developed a qualitative approach to problems that arose from celestial mechanics.
However, he also leaned towards Newton and, on many occasions,preferred to deal with dynamical problems in terms of geometry.
Topcolor and Top Seesaw Models of Dynamical Electroweak Symmetry Breaking have Z′ bosons to select the formation of particular condensates.
Particularly, he reported on applications to noncommutative algebraic topology,noncommutative integration and noncommutative dynamical systems.
This book is devoted to studying the properties of continuous and smooth dynamical systems some of whose trajectories are asymptotically exponentially unstable.
As a student of Herman,a leading word expert on dynamical systems, it was not surprising that Yoccoz would himself work on dynamical systems.
Power-law behavior, he said,indicates that a complex system operates at a dynamical sweet spot between order and chaos, a state of“criticality” in which all parts are interacting and connected for maximum efficiency.