Automated Mathematical Proofs Computerphile Information Guide

  1. Overview of Automated Mathematical Proofs Computerphile
  2. Main Features
  3. History
  4. Deep Dive
  5. Final Thoughts

Overview of Automated Mathematical Proofs Computerphile

Information Automated Mathematical Proofs - Computerphile News
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Main Features

Full Mechanising (Graphical) Mathematical Proofs - Computerphile Update
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History

Programming with Proofs - Computerphile Update
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Finding The Slope Algorithm (Forward Mode Automatic Differentiation) - Computerphile
Finding The Slope Algorithm (Forward Mode Automatic Differentiation) - Computerphile
Automated Theorem Proving | How Computers Do Logic
Automated Theorem Proving | How Computers Do Logic
Code Checking Automation - Computerphile
Code Checking Automation - Computerphile
Computer Science ∩ Mathematics (Type Theory) - Computerphile
Computer Science ∩ Mathematics (Type Theory) - Computerphile
Gödel's Incompleteness Theorem - Computerphile
Gödel's Incompleteness Theorem - Computerphile
The Most Difficult Program to Compute - Computerphile
The Most Difficult Program to Compute - Computerphile
How (and why) to Build an Automated Theorem Prover: De-mystifying Logical Inference
How (and why) to Build an Automated Theorem Prover: De-mystifying Logical Inference
Introduction to the Coq Proof Assistant -  Andrew Appel
Introduction to the Coq Proof Assistant - Andrew Appel
Johnathan Hanke - Computer-Assisted Proofs in the Arithmetic of Quadratic Forms - IPAM at UCLA
Johnathan Hanke - Computer-Assisted Proofs in the Arithmetic of Quadratic Forms - IPAM at UCLA
Automated Theorem Proving and Axiomatic Mathematics
Automated Theorem Proving and Axiomatic Mathematics

Deep Dive

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Last Updated: October 14, 2026

Final Thoughts

When Computers Write Proofs, What's the Point of Mathematicians News
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Summary

Could a computer program find Fermat's Lost Theorem? Professor Altenkirch shows us how to get started with lean. EXTRA BITS ... A graphical problem seems intuitive to a human, but how do you explain something formally to a machine? Dr. Mohammad ... Continuing our look at the Agda programming language, Professor Thorsten Altenkirch shows us how you can work with Andrew Granville knows that artificial intelligence will profoundly change The algorithm for differentiation relies on some pretty obscure The original version of text messaging had a flaw, but how can we investigate problems with software quickly and easily? As computers are used more and more to confirm Gödel's Incompleteness Theorem explained with Pen, Paper & Lean (the The story of recursion continues as Professor Brailsford explains one of the most difficult programs to compute: Ackermann's ... Presentation by Adam Pease at SRI, Menlo Park, CA. I discuss implementation details of writing an Recorded 17 February 2023. Johnathan Hanke of Princeton University presents "Computer-Assisted

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