Matches in DBpedia 2015-10 for { ?s ?p "In mathematics, a period doubling bifurcation in a discrete dynamical system is a bifurcation in which a slight change in a parameter value in the system's equations leads to the system switching to a new behavior with twice the period of the original system. With the doubled period, it takes twice as many iterations as before for the numerical values visited by the system to repeat themselves.A period doubling cascade is a sequence of doublings and further doublings of the repeating period, as the parameter is adjusted further and further.Period doubling bifurcations can also occur in continuous dynamical systems, namely when a new limit cycle emerges from an existing limit cycle,and the period of the new limit cycle is twice that of the old one."@en }
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- Period-doubling_bifurcation abstract "In mathematics, a period doubling bifurcation in a discrete dynamical system is a bifurcation in which a slight change in a parameter value in the system's equations leads to the system switching to a new behavior with twice the period of the original system. With the doubled period, it takes twice as many iterations as before for the numerical values visited by the system to repeat themselves.A period doubling cascade is a sequence of doublings and further doublings of the repeating period, as the parameter is adjusted further and further.Period doubling bifurcations can also occur in continuous dynamical systems, namely when a new limit cycle emerges from an existing limit cycle,and the period of the new limit cycle is twice that of the old one.".