Mathematical Physics Course
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Updated
Dec 8, 2018
Mathematical Physics Course
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.
Graph dynamical systems library
Resources for all things SageMath.
Hurricane Track Analysis via Sasaki-based Splines Models
Simple visualization of oblique cone intersection with unit sphere
Vibration excitation in gearboxes due to surface deviations.
Практикумы по курсу Дифференциальной геометрии
Solutions to problems in Gauge Fields, Knots and Gravity
Pose refinement with differentiable rendering
Mirror of K. K. Kubota's site for ma570 class
Building geometric objects using blending techniques and global deformations
Drafts of textbooks. One on the math inspired by supersymmetric field theories. One on low dimensional (below 3+1) integrable physics.
Computations, plots and mathematical explanations on curves and surfaces in SageMath.
A toolkit to manipulate n-dimensional geometric curves in Python ➰
Code for matching curves with Elastic Metrics
TensorFields with product topology using Grassmann element parameters
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