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on
1
Intro
2
Nonadditive entropies
3
Boltzmann Gibbs entropy
4
Q logarithm
5
Is sq unique
6
ABE 2000
7
Einstein 1910
8
Additivity and extensivity
9
Nonzero probability equally probable events
10
Summary
11
Why
12
Planck 1900
13
Gibbs 1902
14
Qproduct
15
Central Limit Theorem
16
Index Q
17
Logistic Map
18
Standard Map
19
Gaussian
20
Second Principle of Thermodynamics
21
Validity Failure of the Boltzmann Weight
22
Xy Model
23
Boltzmann Factor
24
French Experiment
25
High energy example
26
Complex networks
Description:
Explore a comprehensive lecture on nonadditive entropies and statistical mechanics at the edge of chaos. Delve into key concepts such as Boltzmann-Gibbs entropy, Q-logarithm, additivity, and extensivity. Examine the historical context with references to Einstein, Planck, and Gibbs. Investigate the Central Limit Theorem, Logistic Map, and Standard Map. Analyze the Second Principle of Thermodynamics and the validity and failure of the Boltzmann Weight. Discover applications in complex networks and high-energy physics. Gain insights into cornerstone principles that shape our understanding of statistical mechanics and entropy in complex systems.

Nonadditive Entropies and Statistical Mechanics at the Edge of Chaos - Cornerstones

Santa Fe Institute
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