Global Sensitivity Analysis

In Fall 2020 and Spring 2021, this was MIT's 18.337J/6.338J: Parallel Computing and Scientific Machine Learning course. Now these lectures and notes serve as a standalone book resource.
github.com/Sci...
Chris Rackauckas, Massachusetts Institute of Technology
Additional information on these topics can be found at:
sciml.ai/ and other Julia programming language sites
Many of these descriptions originated on www.stochastic...

[@todorantonijevic4833]

Flashback from my MSc in Physics 12 years ago. Thank you very much for sharing.

[@sitingmiao6004]

Thank you so much for your clear explanations. Would it be possible to share the handout? Many thanks!

[@JZL003]

Wow this is great, very helpful

[@haniezarafshani9785]

thank you very much. so useful:)

[@AmitKumar-si3ri]

Dear Sir, how to perform different trajectories at the same time parallely in morris method.. As stated in the primer , P∗ is a k-by-k random permutation
matrix in which each row contains one element equal to 1, all others are 0, and no two columns have 1’s in the same position. P∗ gives the order in which factors are moved. How to create a different ordered P* matrix each time for each trajectory