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In Fall 2020 and Spring 2021, this was MIT's 18.337J/6.338J: Parallel Computing and Scientific Machine Learning course. Behind Every Great Deep Learning Framework Is An Even Greater Deep learning has led to encouraging successes in many challenging tasks. However, a deep neural model lacks interpretability ... Boeing Distinguished Colloquium, November 21, 2019 Alan Edelman Massachusetts Institute of Technology Title: Julia: ... Jan Drgona, Pacific Northwest National Laboratory July 10, 2024 Fourth Symposium on Machine Learning and Dynamical ... In this insightful talk, Valentin Churavy (University of Augsburg) explores

Yann LeCun, the director of AI research at , recently argued that 'Deep Learning' has out-lived its usefulness. As such ... Lei Wang, Institute of Physics, Chinese Academy of Sciences ... Friday Talks - 20260320 Speaker: A. René Geist Title: SoftJAX & SoftTorch: ... This tutorial will cover how to optimise various aspects of analyses -- such as cuts, binning, and learned observables like neural ... Yet another example from my demonstrative project on For more information about Stanford's Artificial Intelligence professional and graduate programs visit:

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The principles behind Differentiable Programming - Erik Meijer
Differentiable Programming via Differentiable Search of Program Structures
Boeing Colloquium: Julia: Differentiable Programming and Software 2.0
Differentiable Programming for Data-driven Modeling, Optimization, and Control
Differentiable Programming
FerriteCon 2025 Valentin Churavy: Differentiable programming for scientific computing
Differentiable Programming in HEP
Differentiable Programming for Spatial AI: Representation, Reasoning, and Planning | Krishna Murthy
Differentiable Programming in Supply Chain (Part 2/3) - Ep 46
Differentiable Programming Tensor Networks - Lei Wang
SoftJAX & SoftTorch: Soft Differentiable Programming for Scientific Machine Learning - [@AndReGeist]
PyHEP2022 Analysis Optimisation with Differentiable Programming

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Last Updated: June 11, 2026

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Famous Differentiable Programming Part 2: Adjoint Derivation for (Neural) ODEs and Nonlinear Solve Wealth
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