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1.97 MB
Extraction Summary
6
People
1
Organizations
0
Locations
0
Events
2
Relationships
3
Quotes
Document Information
Type:
Academic/scientific text (page from a book or paper)
File Size:
1.97 MB
Summary
This document is page 204 of a scientific text discussing chaos theory, specifically focusing on 'stretching and folding' mechanisms, strange attractors, and their relevance to brain mechanisms. It references the 'van der Pol' oscillator and cites various researchers including May, Feigenbaum, and Rössler. The document bears a 'HOUSE_OVERSIGHT' Bates stamp, indicating it was part of a document production to the U.S. House Oversight Committee, likely related to investigations into Jeffrey Epstein's connections to scientists or scientific funding.
People (6)
| Name | Role | Context |
|---|---|---|
| May | Researcher/Scientist |
Cited for studying universal qualitative and quantitative properties of the unit interval map.
|
| Feigenbaum | Researcher/Scientist |
Cited for studying universal qualitative and quantitative properties of the unit interval map.
|
| Rössler | Researcher/Scientist |
Cited regarding the 'taffy puller' analogy for strange attractors (1976).
|
| Pei | Researcher/Scientist |
Cited regarding chaotic systems and brain mechanisms (1996).
|
| Moss | Researcher/Scientist |
Cited regarding chaotic systems and brain mechanisms (1996).
|
| So | Researcher/Scientist |
Cited regarding chaotic systems and brain mechanisms (1997).
|
Organizations (1)
| Name | Type | Context |
|---|---|---|
| House Oversight Committee |
Implied by the Bates stamp 'HOUSE_OVERSIGHT_013704' indicating this document was part of a production to Congress.
|
Relationships (2)
Cited together regarding properties of the unit interval map.
Key Quotes (3)
"Stretching and folding are also responsible for getting points get out of order in the single maximum map of the unit interval"Source
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Quote #1
"These expanding and folding motions that characterize the chaotic behavior on strange attractors have been likened to the actions of a taffy puller (Rössler, 1976)."Source
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Quote #2
"These unstable fixed points may be the most important feature of chaotic systems from the standpoint of new ideas about brain mechanisms (Pei and Moss, 1996; So et al, 1997)."Source
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Quote #3
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