Front cover image for Heights of polynomials and entropy in algebraic dynamics

Heights of polynomials and entropy in algebraic dynamics

"This book covers an exciting interplay between arithmetic and dynamical systems. The fulcrum is a natural measure of height of a polynomial, known as Mahler's measure. In dynamical systems, this same measure arises as the entropy - a measure of orbit complexity - of a map associated to the polynomial." "Over 100 exercises are included, each with outline solutions, together with a list of open problems. The book provides an ideal introduction to the field for advanced undergraduate and postgraduate students."--Jacket

Print Book, English, ©1999
Springer, London, ©1999