84 MATHEMATICS: HARDY AND LITTLEWOOD

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Diophantine approximation Analytic number theory Hermann Weyl Ergodic theory Riemann zeta function Transcendental number Big O notation Equidistribution theorem Equidistributed sequence Mathematical analysis Mathematics Number theory		84 MATHEMATICS: HARDY AND LITTLEWOOD Add to Reading List Source URL: www.ncbi.nlm.nih.gov Download Document from Source Website File Size: 500,58 KB Share Document on Facebook

	Diophantine approximation, scalar multiplication and decidability Philipp Hieronymi University of Illinois at Urbana-Champaign Colloquium Logicum 2016 DocID: 1uMMV - View Document
	Roth’s Theorem: an introduction to diophantine approximation Michael Nakamaye June 18, DocID: 1tdN5 - View Document
	ON FRACTAL MEASURES AND DIOPHANTINE APPROXIMATION DMITRY KLEINBOCK, ELON LINDENSTRAUSS, AND BARAK WEISS Abstract. We study diophantine properties of a typical point with respect to measures on Rn . Namely, we identify ge DocID: 1sqGR - View Document
	THE ABC CONJECTURE AND PRIME DIVISORS OF THE LUCAS AND LEHMER SEQUENCES RAM MURTY AND SIMAN WONG 1. Introduction A straightforward consequence of Thue’s pioneering work on Diophantine approximation [24] is: Let m be a DocID: 1snVy - View Document
	From Discrepancy to Declustering: Near-optimal multidimensional declustering strategies for range queries [Extended Abstract] Chung-Min Chen DocID: 1renq - View Document