Concerning the weakest coherent formalization of methodological skepticism as a Bayesian updater
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Beschreibung
The paper is about formalizing methodological skepticism as a Bayesian updater, it is shown that the weakest coherent formal system, by ordinal analysis, is equivalent in strength to the formal system containing intuitionistic logic and finitist set theory, as the formal system containing them is able to construct a linear bounded automaton that can compute discrete Bayesian inference.
Autor*in
Loke Hagberg
Loke Hagberg has written Digital Phenomenology proving digital philosophy and post-Keynesian economics, and has founded the delegative democracy forum Flowback.
Themen in »Concerning the weakest coherent formalization of methodological skepticism as a Bayesian updater«
Weakest coherent formal system Finitist set theory Bayesian updater Methodogical skepticism Wolfram physics project