Bifurcations of periodic and chaotic attractors in pinball billiards

First Page		Document Content
Date: 2011-03-31 15:04:52 Dynamical systems Attractor Nonlinear systems Lyapunov exponent Eigenvalues and eigenvectors Bifurcation theory Symbol Billiard Periodic point Dynamical billiards		Bifurcations of periodic and chaotic attractors in pinball billiards Add to Reading List Source URL: sistemas.fciencias.unam.mx Download Document from Source Website File Size: 2,61 MB Share Document on Facebook

	DOC Document DocID: 1wpnT - View Document
	ON THE MARKED LENGTH SPECTRUM OF GENERIC STRICTLY CONVEX BILLIARD TABLES GUAN HUANG, VADIM KALOSHIN, AND ALFONSO SORRENTINO Abstract. In this paper we show that for a generic strictly convex domain, one can recover the e DocID: 1uvui - View Document
	ELKO COUNTY AMUSEMENT, ENTERTAINMENT, RECREATION & GAMING LICENSE Any person wishing to engage in the business of conducting a billiard or pool hall, dancing hall, DocID: 1thQF - View Document
	RAPID COMMUNICATIONS PHYSICAL REVIEW E 78, 060101共R兲共2008兲 Normal diffusion in crystal structures and higher-dimensional billiard models with gaps David P. Sanders* DocID: 1sICp - View Document