Implements Halton Sequences and Halton Draws for Julia

Hilbert Space Filling Curve for Julia

Wrapper for the constraint-programming solver Chuffed to Julia

A collection of chaotic ODEs.

Parallel tasks using pipe streams

FileIO.jl integration for Feather files

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A D4M module for Julia. D4M was developed in MATLAB by Dr Jeremy Kepner.

Julia interface for the Quadratic Programming solver DAQP

An optimal power flow tool for perfoming CBA analysis of AC/DC networks

Discrete Global Grid System for Julia

Information Theoretic Inequalities

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Traits for data science

Julia Bindings for the HSA Runtime

Finding peaks in 1-D data

Package for different inducing points selection methods

[DEPRECATED] Date/DateTime Implementation for the Julia Language; Successor to Datetime.jl

A Julia wrapper for the knockoutjs library

Julia module for Detrended Cross-Correlation Analysis.

Incrementally compute an approximate truncated singular value decomposition

Pure Julia implementation of the Knuth-Bendix completion (focused primarily on groups and monoids)

DistributedHyperOpt.jl is a package similar to HyperOpt.jl, but explicitly focusing on distributed (multi-processing) hyperparameter optimization by design.

Binding for bwa

The highly versatile synthetic data generator

Preallocated/Inplace linear algebra operations in julia

StaticArray style ranges

Tools for solving partial differential equations by immersing surfaces and their operations in Cartesian grids

Fast, inlined execution of arrays of functions

A thread-safe non-allocating circular RingBuffer type

A lightweight web server written in Julia

A collection of mathematical functions or convenience methods we frequently use that are not already readily available in Julia packages

Write Discord bots in Julia

Julia implementation of various electron-correlation methods (main focus on coupled cluster methods).

Do you know where you are? Now you do!

The (not) Discord.jl fork

A package to initiate and apply various solution methods to cooperative transferable utility games.

FEMSparse.jl aims to develop fast finite element assembly procedure. Main goal is to utilize threading of multicore computeres in order to calculate global FEM matrices in a efficient way.

FEMQuad.jl package contains various of integration schemes for cartesian and tetrahedral domains. The most common integration rules are tabulated and focus is on speed. Each rule has own "label" so we can easily implement several rules with same degree. API is very simple making is easy to utilize package in different FEM projects.