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	Author	Barrera, J.; Ycart, B.
	Title	Bounds for left and right window cutoffs			Type
	Year	2014	Publication	Alea-Latin American Journal Of Probability And Mathematical Statistics	Abbreviated Journal	ALEA-Latin Am. J. Probab. Math. Stat.
	Volume	11	Issue	2	Pages	445-458
	Keywords	cutoff; exponential ergodicity
	Abstract	The location and width of the time window in which a sequence of processes converges to equilibrum are given under conditions of exponential convergence. The location depends on the side: the left-window and right-window cutoffs may have different locations. Bounds on the distance to equilibrium are given for both sides. Examples prove that the bounds are tight.
	Address	[Barrera, Javiera] Univ Adolfo Ibanez, Fac Ingn & Ciencias, Santiago, Chile, Email: javiera.barrera@uai.cl;
	Corporate Author				Thesis
	Publisher	Impa	Place of Publication		Editor
	Language	English	Summary Language		Original Title
	Series Editor		Series Title		Abbreviated Series Title
	Series Volume		Series Issue		Edition
	ISSN	1980-0436	ISBN		Medium
	Area		Expedition		Conference
	Notes	WOS:000209555300005			Approved
	Call Number	UAI @ eduardo.moreno @			Serial	568
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