We consider a toy model of ratchet behavior, the so-called Parrondo games. We build up a deterministic version of the game and show that periodic orbit theory is able to detail its quantitative features thoroughly
AbstractA one-dimensional deterministic continuous dynamical system is studied and shown to exhibit ...
© World Scientific Publishing CompanyIt has been reported that the original inspiration for Parrondo...
Dynamical systems exhibit an extremely rich variety of behaviors with regards to transport propertie...
We consider a toy model of ratchet behavior, the so-called Parrondo games. We build up a determinist...
We consider a deterministic realization of Parrondo games and use periodic orbit theory to analyze t...
We study the discrete time dynamics of Brownian ratchet models and Parrondo's games. Using the Fouri...
We give analytical explanations of the so-called Parrondo effect in Brownian ratchets. Flashing ratc...
© 2004 The Royal SocietyParrondo’s games manifest the apparent paradox where losing strategies can b...
16 pages (final publisher version), 17 pages, 5 figures (attached post-print version).-- Published o...
Parrondo’s games manifest the apparent paradox where losing strategies can be combined to win and ha...
Inspired by the flashing Brownian ratchet, Parrondo’s games present an apparently para-doxical situa...
In this work we transform the deterministic dynamics of an overdamped tilting ratchet into a discret...
We present a minimal one-dimensional deterministic continuous dynamical system that exhibits chaotic...
© World Scientific Publishing CompanyInspired by the flashing Brownian ratchet, Parrondo's games pre...
It has been reported that the original inspiration for Parrondo’s games was a physical system called...
AbstractA one-dimensional deterministic continuous dynamical system is studied and shown to exhibit ...
© World Scientific Publishing CompanyIt has been reported that the original inspiration for Parrondo...
Dynamical systems exhibit an extremely rich variety of behaviors with regards to transport propertie...
We consider a toy model of ratchet behavior, the so-called Parrondo games. We build up a determinist...
We consider a deterministic realization of Parrondo games and use periodic orbit theory to analyze t...
We study the discrete time dynamics of Brownian ratchet models and Parrondo's games. Using the Fouri...
We give analytical explanations of the so-called Parrondo effect in Brownian ratchets. Flashing ratc...
© 2004 The Royal SocietyParrondo’s games manifest the apparent paradox where losing strategies can b...
16 pages (final publisher version), 17 pages, 5 figures (attached post-print version).-- Published o...
Parrondo’s games manifest the apparent paradox where losing strategies can be combined to win and ha...
Inspired by the flashing Brownian ratchet, Parrondo’s games present an apparently para-doxical situa...
In this work we transform the deterministic dynamics of an overdamped tilting ratchet into a discret...
We present a minimal one-dimensional deterministic continuous dynamical system that exhibits chaotic...
© World Scientific Publishing CompanyInspired by the flashing Brownian ratchet, Parrondo's games pre...
It has been reported that the original inspiration for Parrondo’s games was a physical system called...
AbstractA one-dimensional deterministic continuous dynamical system is studied and shown to exhibit ...
© World Scientific Publishing CompanyIt has been reported that the original inspiration for Parrondo...
Dynamical systems exhibit an extremely rich variety of behaviors with regards to transport propertie...
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