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
"About every convex set in any generic Riemannian manifold" by Alexander Lytchak and Anton Petrunin
Persistent cohomology operations and Gromov-Hausdorff estimates
CM uniquement.
A mathematician's lament...
"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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