Lecture notes of the course Analysis On Manifolds
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Updated
Dec 11, 2025 - TeX
Lecture notes of the course Analysis On Manifolds
"What is differential geometry: curves and surfaces" by Anton Petrunin and Sergio Zamora Barrera
This repo contains notes for (some) courses made during core years at IISERM. CAUTION: Contain some cool stuff too.
Solutions and clarifications for Tensor Calculus by J.L. Synge and A. Schild (Dover Publication)
Extensive learning notes on mathematics. Now hosted at https://git.sr.ht/~luizmugnaini/deep-dive
Solutions to problems in Gauge Fields, Knots and Gravity
# Warp Bubble Connection & Curvature
Open Source collection of solved exercises and tasks for the subject «Differential Geometry» («Geometría de Curvas y Superficies») written during my degree in Mathematics in the University of Murcia, Spain.
The (unofficial) contributions handbook for SGI 2025!
This is a collection of my personal notes about the proofs, exercises and problems of John Lee's trilogy on manifolds. Feel free to ask me if something unclear.
mathematics
A mathematician's lament...
Persistent cohomology operations and Gromov-Hausdorff estimates
"About every convex set in any generic Riemannian manifold" by Alexander Lytchak and Anton Petrunin
CM uniquement.
"Moon in a puddle and the four-vertex theorem" by Anton Petrunin, Sergio Zamora Barrera (with artwork by Ana Cristina Chávez Cáliz)
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