The Cartesian Cafe

1.6

10+

TOP 5%

Creator:

Timothy Nguyen

Mathematics
Physics
Science

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Podcast data

Created By Timothy Nguyen

Podcast Status active

Started 17/08/2022

Latest Episode 15/02/2023

Release Period Episodic

Episodes 10

Partner Reviews 0

Language English

Frequency 477

Average Length 134 minutes and 46 seconds

Country United States

Global Rank TOP 5%

Description

The Cartesian Cafe is the podcast where an expert guest and Timothy Nguyen map out scientific and mathematical subjects in detail. On the podcast, we embark on a collaborative journey with other experts to discuss mathematical and scientific topics in faithful detail, which means writing down formulas, drawing pictures, and reasoning about them together on a whiteboard. If you’ve been longing for a deeper dive into the intricacies of scientific subjects, then this is the podcast for you. Content also viewable on YouTube: www.youtube.com/timothynguyen and Spotify. Timothy Nguyen is a mathematician and AI researcher working in industry. Homepage: www.timothynguyen.com, Twitter: @IAmTimNguyen
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Episodes
- #43883 - Alex Kontorovich | Circle Packings and Their Hidden Treasures
  
  2 years ago
- #43884 - Greg Yang | Large N Limits: Random Matrices & Neural Networks | The Cartesian Cafe with Timothy Nguyen
  
  2 years ago
- #43885 - Scott Aaronson | Quantum Computing: Dismantling the Hype
  
  2 years ago
- #43886 - Grant Sanderson (3Blue1Brown) | Unsolvability of the Quintic
  
  2 years ago
- #43887 - John Baez | The Algebra of Grand Unified Theories
  
  3 years ago
Reviews
- There are no reviews yet
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The Cartesian Cafe

The Cartesian Cafe

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Podcast data

Description

Agent Outreach

Episodes

#43883 - Alex Kontorovich | Circle Packings and Their Hidden Treasures

#43884 - Greg Yang | Large N Limits: Random Matrices & Neural Networks | The Cartesian Cafe with Timothy Nguyen

#43885 - Scott Aaronson | Quantum Computing: Dismantling the Hype

#43886 - Grant Sanderson (3Blue1Brown) | Unsolvability of the Quintic

#43887 - John Baez | The Algebra of Grand Unified Theories

Reviews

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The Local Maximum

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