Home
Categories
EXPLORE
True Crime
Comedy
Society & Culture
Business
Sports
TV & Film
Health & Fitness
About Us
Contact Us
Copyright
© 2024 PodJoint
00:00 / 00:00
Sign in

or

Don't have an account?
Sign up
Forgot password
https://is1-ssl.mzstatic.com/image/thumb/Podcasts112/v4/28/b3/16/28b3160f-c056-2574-9e96-daabb976026a/mza_16021608184439326079.jpg/600x600bb.jpg
Poincaré Podcast
Poincaré Trajectories
26 episodes
5 days ago
Research podcast. Infinitely differentiable. Podcast cover art: Order-7 triangular tiling.
Show more...
Science
RSS
All content for Poincaré Podcast is the property of Poincaré Trajectories and is served directly from their servers with no modification, redirects, or rehosting. The podcast is not affiliated with or endorsed by Podjoint in any way.
Research podcast. Infinitely differentiable. Podcast cover art: Order-7 triangular tiling.
Show more...
Science
https://d3t3ozftmdmh3i.cloudfront.net/production/podcast_uploaded_episode400/22102360/22102360-1648580061732-44a0e135d882c.jpg
Poincaré Podcast #14 - Michael Betancourt
Poincaré Podcast
1 hour 10 minutes 50 seconds
3 years ago
Poincaré Podcast #14 - Michael Betancourt

Michael Betancourt is an experimental physicist and applied statistician focusing on the broad-scale applicability of bayesian reasoning in science.
He works as an independent consultant, and he is known as one of the core developers of Stan, a probabilistic programming language for statistical inference.We start talking about his physics background and his passion for Bayesian reasoning. We then talk about the challenges and opportunities of conducting research outside academia, from the necessity of alternative means of funding to the intellectual freedom gained outside institutions, being able to make everything freely accessible for example. We then introduce Bayesian inference and the potential of the Stan language in a number of scientific fields. We go inside what Stan does, talking about Markov Chain Monte Carlo, and focusing in particular on Hamiltonian Monte Carlo and on the good properties of symplectic geometry. We talk about the relations with convexification methods and the limitation of the use of Hilbert space methods and Machine Learning techniques. We close briefly touching on the Poincaré recurrence theorem, Hamiltonian chaos, and Geometric Ergodicity.

LINKS:
https://betanalpha.github.io/
https://www.patreon.com/betanalpha/
https://twitter.com/betanalpha/

RESOURCES:
Anchor: https://anchor.fm/poincare-podcast
Youtube: https://www.youtube.com/watch.v
RSS: https://anchor.fm/s/84561ce0/podcast/rss
Linktree: https://linktr.ee/poincaretrajectories
Company: https://www.linkedin.com/company/poincaretrajectories/

Poincaré Podcast
Research podcast. Infinitely differentiable. Podcast cover art: Order-7 triangular tiling.