Wigner d and D matrices following Feng (2015)

Variography for the GeoStats.jl framework

Fast, allocation-free PSF representations

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Equilibrium ED solver for finite fermionic models that can compute Keldysh Green's functions

Linear models

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Extends LasIO with Laszip integration

FMIBuild.jl holds dependencies that are required to compile and zip a Functional Mock-Up Unit (FMU) compliant to the FMI-standard (fmi-standard.org). Because this dependencies should not be part of the compiled FMU, they are out-sourced into this package. FMIBuild.jl provides the build-commands for the Julia package FMIExport.jl.

Package for identifying optimal bids.

High performance Brillouin Zone Meshes

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Provides Pardiso solvers to the Gridap project

Simulation modelling of crop diseases using a Healthy-Latent-Infectious-Postinfectious (HLIP) model in Julia

Toolkit for extraction and analysis of typhoon/climate data in the Western-North Pacific (WNP) region

Toolbox for quantum information, nonlocality, and entanglement

Dolo modeling language

Adaptive P/ODE numerics with Grassmann element TensorField assembly

Calculate oscillatory integrals using Julia

A Julia/JuMP Package for Joint Optimization of Power and Water Distribution Networks

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A package for wrapping iterative MLJ models in a control strategy

Toolbox for the electron gas problem

Functional Data Analysis using Square-Root Slope Framework

A Julia package for frequency domain analysis of time series

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Linear Regression for Julia

Julia package for transfer operator spectral methods

Finite Element tools in Julia: Acoustics application

An interactive explorer for flow cytometry data

A tool for the combination and EFT interpretation of measurements in Julia

Analysis Tool for Astrophysical Simulation Data in the Julia Language

Prototype foundation for a data management framework

Various tools to process financial time series

A collection of data tranformers and plugins

Julia package for plotting results from GWAS

A library for visualizing and animating PDDL domains.

Approximate Bayesian Computation (ABC) with differential evolution (de) moves and model evidence (Z) estimates.

Kite and tether models for the simulation of kite power systems

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