Physics, Pattern, Prediction and Python

Introduction

Pattern recognition and machine learning

Classical physics

Quantum mechanics and quantum computing

Relativity and tensor

(1)   \begin{equation*}\tensor{\mathcal{R}}{^{\mu\nu}}-\frac{1}{2}\tensor{g}{^{\mu\nu}}\mathcal{R} = 8\pi G \tensor{T}{^{\mu\nu}}\end{equation*}

(2)   \begin{equation*}\tensor[_{\mu}]{A}{^{\nu}}\end{equation*}

Cosmology and astrophysics

Statistical mechanics

Implementation with python

Penny Lane

SymPy

QuTiP, einsteinpy, astropy, thermopy

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