notes and reusable code for various programming languages

Package for approximation of solutions to matrix differential equations or time-dependent matrices via dynamically evolving low rank decomposition.

Example of ED-247 standard implementation

Polynomial manipulations in Julia

Julia-.NET Interface Library. Provides Interop between the .NET ecosystem and the Julia programming language

The Julia Programming Language

Find peaks (local extrema) of signals

Propagation of distributions by Monte-Carlo sampling: Real number types with uncertainty represented by samples.

Interactive data visualizations and plotting in Julia

Pure Julia Implementation of Geometrically Exact Beam Theory

Minimally complete examples of Julia calling, more importantly being called by, Fortran, C, and Python.

Creating timetables as easy as possible