Powers of rationals modulo 1 and rational base number systems Shigeki Akiyama∗ Christiane Frougny† - Pumping lemma for regular languages - Document - PDFSEARCH.IO

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	Powers of rationals modulo 1 and rational base number systems Shigeki Akiyama∗ Christiane Frougny† Add to Reading List Document Date: 2007-01-19 05:28:59 Open Document File Size: 888,30 KB Share Result on Facebook City Paris / / Country France / / Currency pence / / / Facility Niigata University / / IndustryTerm rational base number systems / non-standard representation systems / non-standard numeration systems / computation algorithms / rational base systems / classical greedy algorithm / greedy algorithm / / Organization Niigata University / Modiﬁed Division / Modified Division / / Person Blaise Pascal / Mahler / Michel Mends / Christiane Frougny† Jacques Sakarovitch / Shigeki Akiyama∗ Christiane Frougny / / Position Corresponding author / / ProvinceOrState Maryland / / Technology greedy algorithm / improving computation algorithms / classical greedy algorithm / / SocialTag Number theory Algebraic geometry Valuation Coprime Non-integer representation Rational number Transcendental number Pumping lemma for regular languages Automatic sequence Mathematics

Powers of rationals modulo 1 and rational base number systems Shigeki Akiyama∗ Christiane Frougny†Add to Reading List