An algorithm that computes the twisted L^2-Euler characteristic.
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Updated
May 20, 2024 - Jupyter Notebook
An algorithm that computes the twisted L^2-Euler characteristic.
Personal answers to the exercises and problem in the book "Introduction to topological manifolds" by John M. Lee
This repo. is to save the codes in my article "Low-Rank Matrix Completion via QR-Based Retraction on Manifolds"
Calculus on manifolds | classical theorems | foundations in mathematical analysis | BSD License® | MIT License@ | UC Berkeley Math 130 | Watters Software Distributions®
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