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Type: Academic paper / scientific report page
File Size: 1.61 MB
Summary

This document is page 21 of an academic paper or scientific report discussing game theory, specifically 'Learning Dynamics of the Envelope Game.' The text defines strategies labeled CWOL, CWL, and ALLD, and discusses mathematical equilibrium conditions involving variables like temptation, probability, and cooperation. It describes running simulations (1000 time series) using replicator dynamics to model strategy evolution. The page bears a 'HOUSE_OVERSIGHT_026541' stamp, identifying it as part of a document dump related to a House Oversight Committee investigation, likely concerning Jeffrey Epstein's funding of academic research (e.g., evolutionary dynamics).

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House Oversight Committee
Document bears the stamp 'HOUSE_OVERSIGHT_026541', indicating it was part of a document production for a congressiona...

Key Quotes (4)

"ALLD is always an equilibrium of the envelope game."
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Quote #1
"CWOL is an equilibrium if a/(1 - w) > c_l p + c_h (1 - p)."
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"We apply the replicator dynamic to the envelope game restricted to the strategies represented in figure 2."
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Quote #3
"The replicator dynamic also models learning dynamics such as reinforcement learning or prestige-biased imitation."
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Quote #4

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