Key idea: statistical constraint laws (algorithmic randomness) + exchangeable priors (inductive assumptions) → PP.
philpapers.org/rec/BARARE-9
Key idea: statistical constraint laws (algorithmic randomness) + exchangeable priors (inductive assumptions) → PP.
philpapers.org/rec/BARARE-9
We develop new notions of probability and probabilistic laws. Years in the making.
Next: a natural proof of the Principal Principle.
Link: philpapers.org/rec/BARARA-17
We develop new notions of probability and probabilistic laws. Years in the making.
Next: a natural proof of the Principal Principle.
Link: philpapers.org/rec/BARARA-17
Watch here: www.youtube.com/watch?v=xZna...
Watch here: www.youtube.com/watch?v=xZna...
"Decoherence, branching, and the Born rule in a mixed-state Everettian multiverse" link.springer.com/article/10.1...
Thanks to all who offered feedback!
"Decoherence, branching, and the Born rule in a mixed-state Everettian multiverse" link.springer.com/article/10.1...
Thanks to all who offered feedback!
"Decoherence, branching, and the Born rule in a mixed-state Everettian multiverse" link.springer.com/article/10.1...
Thanks to all who offered feedback!
Thanks to #ChatGPT I could follow along! www.youtube.com/watch?v=UDBD...
Thanks to #ChatGPT I could follow along! www.youtube.com/watch?v=UDBD...
4. Ardourel, Vincent and Bangu, Sorin (2023) Finite-size scaling theory: Quantitative and qualitative approaches to critical phenomena.
4. Ardourel, Vincent and Bangu, Sorin (2023) Finite-size scaling theory: Quantitative and qualitative approaches to critical phenomena.
philsci-archive.pitt...
1. Chen, Eddy Keming (2023) Laws of Physics.
2. Rushing, Bruce and Gomez-Lavin, Javier (2024) Is the Scaling Hypothesis Falsifiable?
philsci-archive.pitt...
1. Chen, Eddy Keming (2023) Laws of Physics.
2. Rushing, Bruce and Gomez-Lavin, Javier (2024) Is the Scaling Hypothesis Falsifiable?
#PhilosophyOfScience
#PhilosophyOfScience
"Algorithmic Randomness and Exchangeability: A New Proof of the Principal Principle"
All are welcome!
"Algorithmic Randomness and Exchangeability: A New Proof of the Principal Principle"
All are welcome!
#PhilosophyOfScience #MachineLearning #AI
#PhilosophyOfScience #MachineLearning #AI
www.cambridge.org/core/element...
www.cambridge.org/core/element...
Loved Misha Belkin’s slide on LLMs’ four different answers to “Who stole the cookie?”
Loved Misha Belkin’s slide on LLMs’ four different answers to “Who stole the cookie?”
ndpr.nd.edu/reviews/laws...
ndpr.nd.edu/reviews/laws...
philpapers.org/rec/CHUDBA
philpapers.org/rec/CHUDBA