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Type:
Scientific paper / academic publication
File Size:
1.83 MB
Summary
This document is page 218 of a scientific paper discussing nonlinear dynamics, specifically focusing on 'Orbital Divergence' and 'Lyapounov characteristic exponents' in the context of biological attractors. It explains mathematical concepts regarding stability, fixed points, and strange attractor systems. While the text is purely academic, the document bears a 'HOUSE_OVERSIGHT' Bates stamp, indicating it was included in the evidentiary files regarding the investigation into Jeffrey Epstein, likely reflecting his funding of or interest in theoretical science.
Key Quotes (3)
"Orbital Divergence Characterizes Expansive Dynamics on Biological Attractors"Source
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Quote #1
"In the dynamical world of equilibria (fixed points in phase space) and periodic cycles (fixed points of a return map), a common concern involves their stability."Source
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Quote #2
"An average slope of > 45° is expansive such that a linear distance on the x-axis is increased when mapped onto the y axis."Source
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Quote #3
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