DEGREE-GROWTH OF MONOMIAL MAPS BORIS HASSELBLATT AND JAMES PROPP A BSTRACT. For projectivizations of rational maps Bellon and Viallet defined the notion of algebraic entropy using the exponential growth rate of the degre - Entropy rate - Document - PDFSEARCH.IO

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	DEGREE-GROWTH OF MONOMIAL MAPS BORIS HASSELBLATT AND JAMES PROPP A BSTRACT. For projectivizations of rational maps Bellon and Viallet defined the notion of algebraic entropy using the exponential growth rate of the degre Add to Reading List Document Date: 2007-06-14 15:40:05 Open Document File Size: 213,11 KB Share Result on Facebook City Konheim / / Company maxC LC / AKM / Dynamical Systems / / IndustryTerm generated / countable product / / Person David Gale / JAMES PROPP / Dana Scott / BORIS HASSELBLATT / Michael Somos / / Position MP / infinite forward / / Technology dom / / SocialTag Algebraic geometry Projective geometry Scheme theory Algebraic varieties Birational geometry Projective space Blowing up Rational mapping Monomial Geometry

DEGREE-GROWTH OF MONOMIAL MAPS BORIS HASSELBLATT AND JAMES PROPP A BSTRACT. For projectivizations of rational maps Bellon and Viallet defined the notion of algebraic entropy using the exponential growth rate of the degreAdd to Reading List