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1
Introduction
2
Setup
3
Young differemorphism
4
Symbolic representation
5
Invariant measures
6
Natural question
7
Bernoulli property
8
Central Limit Theorem
9
Equilibrium measures
10
Induced map
11
Original map
12
Binomial property
13
Markov partition
14
Phase transitions
15
Pressure analyticity
16
Conditions
17
Questions
18
Cardinality
19
Positive Recurrence
20
Outro
Description:
Explore the intricate relationship between inducing schemes and thermodynamics in this 55-minute lecture by Agnieszka Zelerowicz from the University of Maryland, USA. Delve into topics such as Young differemorphism, symbolic representation, invariant measures, and the Bernoulli property. Examine the Central Limit Theorem, equilibrium measures, and induced maps. Investigate Markov partitions, phase transitions, and pressure analyticity. Gain insights into cardinality and positive recurrence as the lecture progresses through various mathematical concepts and their applications in thermodynamics.

Inducing Schemes and Their Role in Thermodynamics - ICTP 2021

ICTP Mathematics
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