A Numerical Analysis of the Spectrum of the Almost Mathieu Operator by sunmi yang

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Date: 2012-08-22 10:38:24 Algebra Mathematics Spectral theory Linear algebra Mathematical physics Banach space Almost Mathieu operator Spectrum Eigenvalues and eigenvectors Normed vector space Norm Space		A Numerical Analysis of the Spectrum of the Almost Mathieu Operator by sunmi yang Add to Reading List Source URL: sites.williams.edu Download Document from Source Website File Size: 607,48 KB Share Document on Facebook

	QUALIFYING EXAMINATION Harvard University Department of Mathematics Tuesday January 19, 2010 (DayLet (X, µ) be a measure space with µ(X) < ∞. For q > 0, let Lq = Lq (X, µ) denote the Banach space completion o DocID: 1tTIW - View Document
	Index α-Hölder continuous, 25 Banach space, 32 uniformly, 26 (α, γ )-Hölder condition, 32 Γ -differentiable, 325 DocID: 1safF - View Document
	NIGEL KALTON’S WORK IN ISOMETRICAL BANACH SPACE THEORY DIRK WERNER 1. Introduction Nigel Kalton was one of the greatest mathematicians of the last 40 years, DocID: 1s27x - View Document
	A Numerical Analysis of the Spectrum of the Almost Mathieu Operator by sunmi yang DocID: 1rndN - View Document
	Some lifting theorems for bounded linear operators DIRK WERNER I. Mathematisches Institut, Freie Universit¨at Berlin, Arnimallee 3, D-1000 Berlin 33, Federal Republic of Germany. e-mail: 1 INTR DocID: 1rjnh - View Document