My differential geometry notes including Mathematica examples
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Updated
Dec 23, 2022
My differential geometry notes including Mathematica examples
Use sympy differential geometry module to form Geodesic equations for any 2d systems and numpy odeint to solve them numerically
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.
The method of prediction of tooth profile deviations in gear honing.
Resources for all things SageMath.
Практикумы по курсу Дифференциальной геометрии
Solutions to problems in Gauge Fields, Knots and Gravity
Linearised Einstein-Maxwell equations solved around the Reissner-Nordstrom background.
Vibration excitation in gearboxes due to surface deviations.
Mirror of K. K. Kubota's site for ma570 class
CS 15-458/858: Discrete Differential Geometry
Computed the Einstein field equations and geodesic equations for non-vanishing energy densities in expanding spacetimes.
An attempt to do raytracing in arbitrary riemannian manifold
General Relativity Utilities in Python
Solutions to Mathematical Methods of Classical Mechanics by V.A.Arnold
"About every convex set in any generic Riemannian manifold" by Alexander Lytchak and Anton Petrunin
"Moon in a puddle and the four-vertex theorem" by Anton Petrunin, Sergio Zamora Barrera (with artwork by Ana Cristina Chávez Cáliz)
Geometry Processing Code Samples
What is the optimal shape of sofa?
My notes on the book Differential Geometry by William Graustein, 1935 & 1966
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