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Type: Scientific paper / book page (evidentiary document)
File Size: 1.84 MB
Summary

This document is page 200 of a scientific text, marked with the Bates stamp HOUSE_OVERSIGHT_013700. The content discusses theoretical physics and neuroscience, specifically focusing on scaling properties, bifurcation scenarios, and dynamical neurobiological systems (chaos theory). It cites various researchers (Shenker, Kadanoff, Kaneko, Cvitanovic', Milnor) and discusses concepts like the Feigenbaum number and the Poincare-Bendixon theorem.

People (5)

Name Role Context
Shenker Researcher/Author
Cited in text (Shenker and Kadanoff, 1982)
Kadanoff Researcher/Author
Cited in text (Shenker and Kadanoff, 1982)
Kaneko Researcher/Author
Cited in text regarding parametric period adding route (1983)
Cvitanovic' Researcher/Author
Cited for representative list of references (1989)
Milnor Researcher/Author
Cited regarding definition of an attractor (1985)

Relationships (1)

Shenker Co-Authors Kadanoff
Citation: (Shenker and Kadanoff, 1982)

Key Quotes (5)

"Similar quantitative scaling properties were also discovered in the parametric period adding route"
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"Examples have been discovered in electronic circuits, hydrodynamic and mercury flows, acoustic systems, laser dynamics and oscillating chemical reactions"
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"Using Invariant Measures of Dynamical Neurobiological Systems"
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"An attractor can be regarded as a set which remains in bounded space and to which all orbits in this neighborhood converge"
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"the foundational Poincare-Bendixon theorem says that any such orbit confined to a two dimensional phase space that doesn’t converge to a fixed point must... eventually intersect with itself"
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