This document page, stamped HOUSE_OVERSIGHT_018394, appears to be an excerpt from a book or article discussing network theory, specifically 'Metcalfe's Law' and the power dynamics of technology platforms like Google. It details the history of Ethernet created by Bob Metcalfe in the 1970s and discusses the dangers of exclusion from critical networks, citing a 2011 paper by Rahul Tongia and Ernest J. Wilson III. While part of a House Oversight production likely related to broader investigations, this specific page focuses on theoretical concepts of network growth and exclusion costs without directly mentioning Jeffrey Epstein.
| Name | Role | Context |
|---|---|---|
| Bob Metcalfe | Electrical Engineer |
Discovered 'Metcalfe's Law' regarding network growth in the 1970s; perfected Ethernet.
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| Rahul Tongia | Network Scientist |
Co-author of paper defining 'The Flip Side of Metcalfe's Law'.
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| Ernest J. Wilson III | Network Scientist |
Co-author of paper defining 'The Flip Side of Metcalfe's Law'.
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| Metcalfe's wife | Spouse |
Recipient of grocery lists via early data transmission experiments.
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| Name | Type | Context |
|---|---|---|
|
Mentioned regarding its sensors, TensorFlow AI engine, and network power.
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| Stanford |
Mentioned in context of Ethernet-connected machines.
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| NYSE |
New York Stock Exchange, mentioned as a critical network one could be excluded from.
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| Ford |
Mentioned metaphorically regarding swapping out a car.
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| House Oversight Committee |
Producer of the document (bates stamp).
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| Location | Context |
|---|---|
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Location where Bob Metcalfe was working on data transmission.
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"The best of the leading technology firms understand the power of this logic: Google's TensorFlow artificial intelligence engine, for instance, was largely regarded by experts as nearly a decde ahead of competitors in 2015."Source
"The power of a network grows, massively, with each additional user."Source
"It's not merely that the power of a network grows exponentially with each additional user; it's that the cost of being cut out grows every bit as fast."Source
"The Flip Side of Metcalfe's Law."Source
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