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Document Information
Type:
Academic manuscript / scientific text page
File Size:
2.08 MB
Summary
Page 57 of a manuscript or academic text bearing a House Oversight stamp. The text discusses advanced mathematics, specifically topology, bifurcation theory, and structural stability in dynamical systems. It references mathematician René Thom and attempts to bridge these mathematical concepts with 'spiritual transformations' and 'enlightenment transitions,' suggesting a theoretical framework for sudden qualitative changes in consciousness.
People (2)
| Name | Role | Context |
|---|---|---|
| Thom | Mathematician (René Thom) |
Referenced in the text regarding 'distance-independent differential topological forms': 'The seductive possibility, o...
|
| Plato | Philosopher |
Referenced via 'The Platonic view is that the universal forms of discontinuous change existed before they could be ab...
|
Key Quotes (2)
"The seductive possibility, one which Thom realized so successfully, was that in the language of distance-independent differential topological forms, there would exist a small, finite set of shapes categorically describing the causes and result parameter spaces..."Source
HOUSE_OVERSIGHT_013557.jpg
Quote #1
"A formal yet general categorical system within which a small set of universal discontinuous changes in global qualities could be rationalized seemed seductively applicable to the enlightenment transitions, spiritual transformations, appearing suddenly after months and years of disciplined spiritual practice."Source
HOUSE_OVERSIGHT_013557.jpg
Quote #2
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