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9
People
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Organizations
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Locations
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Events
2
Relationships
2
Quotes

Document Information

Type: Scientific/academic paper (page 240)
File Size: 1.98 MB
Summary

This document is page 240 of a scientific text discussing neurobiological data, chaos theory, and information entropy. It details mathematical concepts involving dynamical systems, citing works by Kolmogorov, Shannon, Sharkovskii, and others, specifically focusing on how geometric space relates to symbolic dynamics. The document bears a House Oversight Bates stamp (013740), indicating it was part of the evidence collection in the investigation, likely reflecting Epstein's interest in or funding of theoretical science.

People (9)

Name Role Context
Kolmogoroff Mathematician/Scientist
Cited regarding the application of Shannon's entropy to dynamical systems (1958, 1959).
Shannon Mathematician/Scientist
Cited regarding entropy and information theory (1949).
Weaver Scientist
Co-cited with Shannon (1949).
Khinchin Scientist
Cited regarding quantification of dynamical systems (1957).
Sharkovskii Mathematician
Cited regarding Sharkovskii sequences (1964).
Metropolis Physicist/Mathematician
Cited regarding sequences (1973).
Misiurewicz Mathematician
Cited regarding sequences (1995).
Rössler Scientist
Referenced regarding higher dimensional systems.
Lorenz Scientist
Referenced regarding higher dimensional systems.

Relationships (2)

Shannon Co-authors/Collaborators Weaver
Cited together as (Shannon and Weaver, 1949)
Kolmogoroff Scientific Influence Shannon
Kolmogoroff turned to Shannon entropy

Key Quotes (2)

"Entropy increases with possibility."
Source
HOUSE_OVERSIGHT_013740.jpg
Quote #1
"Dynamical systems in geometric space become symbolic dynamics in sequence space."
Source
HOUSE_OVERSIGHT_013740.jpg
Quote #2

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