Triangulated realityTriangulating the real world via symbolic computation

Articles

• Standard evaluation sequence

  • Introduction to the evaluation of expressions by analogy with the moduli space.

• Paclet and package

• Optional arguments

• File operations

• Miscellaneous

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• Implementing associative algebras in Mathematica

  • Lie algebras, Hopf algebras, and their representations via Mathematica.

• Introduction to xAct

  • Equation of motion and stress tensor.

Paclets

• Yurie/BlueArXiv

  • Documentation

• Yurie/Cluster

  • Documentation

  • Designing idea

• Yurie/Algebra

  • Documentation

  • Designing idea

  • Example

• Yurie/Tensor

  • Documentation

• Yurie/Math

  • Documentation

    • Index

    • DLMF

• Yurie/MathForm

  • Documentation

• Yurie/LaTeXTool

  • Documentation

  • Designing idea

• Yurie/Autocode

  • Documentation

External links

Tutorials

• The Wolfram language: fast introduction for programmers

• Introduction to machine learning

• Mathematica programming: an advanced introduction

• Mathematica summer school on theoretical physics

Talks

• Inside the Mathematica Pattern Matcher

  • This talk gives an overview of how the pattern matcher work, and discusses the relationship between the two major pattern matching paradigms in Mathematica: matching on general expressions and on strings.

• Working with unevaluated expressions

  • This talk demonstrates situations in which evaluation control is important, points out common pitfalls and provides useful tools and techniques.

Paclets

• MaTeX - LaTeX typesetting in Mathematica.

• xAct - efficient tensor computer algebra for the Wolfram Language.

  • xAct examples

  • xAct group

• FeynCalc - tools for quantum field theory calculations.

• Rubi - a rule-based integrator.