Dynamical Systems Evolving Lai-Sang Young1 ABSTRACT. This is an expanded version of a presentation given at ICM2018. It discusses a number of results taken from a cross-section of the author’s work in Dynamical Systems

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Date: 2018-07-28 17:09:47 Dynamical systems Ergodic theory Mathematical analysis Metaphysics Mathematics Oseledets theorem Lyapunov exponent Measure-preserving dynamical system Invariant measure Ergodicity Axiom A Markov partition		Dynamical Systems Evolving Lai-Sang Young1 ABSTRACT. This is an expanded version of a presentation given at ICM2018. It discusses a number of results taken from a cross-section of the author’s work in Dynamical Systems Add to Reading List Source URL: eta.impa.br Download Document from Source Website File Size: 1,12 MB Share Document on Facebook

	MSC axioms MSC problems MSC001-1.p A Blind Hand Problem at(a, there, b) ⇒ ¬ at(a, here, b) cnf(clause1 , axiom) cnf(clause2 , axiom) DocID: 1vjZG - View Document
	ˇ HOMEOMORPHISMS OF CECH–STONE REMAINDERS: THE ZERO-DIMENSIONAL CASE ILIJAS FARAH AND PAUL MCKENNEY Abstract. We prove, using a weakening of the Proper Forcing Axiom, DocID: 1uVnW - View Document
	SYN axioms SYN000+0.ax A simple include file for FOF ia1 fof(ia1 , axiom) ia2 fof(ia2 , axiom) DocID: 1uUIy - View Document
	KLE axioms KLE001+0.ax Idempotent semirings ∀a, b: a + b = b + a fof(additive commutativity, axiom) ∀c, b, a: a + (b + c) = (a + b) + c fof(additive associativity, axiom) DocID: 1ufv3 - View Document
	Appendix 2: The Axiom of Choice In this appendix we want to prove Theorem 1.5. Theorem 1.5. The following set theoretic axioms are equivalentAxiom of Choice) If X is a nonempty set, then there is a map φ : P(X) DocID: 1uaDy - View Document