By Marc Kesseböhmer,Sara Munday,Bernd Otto Stratmann
By connecting dynamical platforms and quantity concept, this graduate textbook on ergodic concept acts as an advent to a hugely lively region of arithmetic, the place various strands of study open up. The textual content explores a number of innovations in limitless ergodic thought, continuously utilizing persisted fractions and different number-theoretic dynamical platforms as illustrative examples.
Contents:
Preface
Mathematical symbols
Number-theoretical dynamical systems
Basic ergodic theory
Renewal concept and α-sum-level sets
Infinite ergodic theory
Applications of endless ergodic theory
Bibliography
Index
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Infinite Ergodic Theory of Numbers (De Gruyter Textbook) by Marc Kesseböhmer,Sara Munday,Bernd Otto Stratmann
by Brian
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