Feynman's variational path-integral model for the Fröhlich polaron. Calculates temperature dependent polaron mobilities, and other polaron observables.

Muon for Julia

-

Optimization framework for nonlinear, gradient-based constrained, sparse optimization problems.

Adaptive numerical solution of Kadanoff-Baym equations

NuclearToolkit.jl: Julia package for nuclear structure calculations

A version of the STREAM benchmark which measures the sustainable memory bandwidth.

A Julia package for working with B-splines

Project Management tools, with a particular focus on PERT charts

Powerflow for unbalanced three-phase power distribution systems with distributed generation

Stochastic delay differential equations (SDDE) solvers for the SciML scientific machine learning ecosystem

A Julian abstraction layer over FreeType.jl

Accelerate your ML research using pre-built Deep Learning Models with Lux

Models and parameterizations for the turbulent ocean surface boundary layer in Julia

Deep Learning made easy and fast

Probability bounds analysis in Julia

Complex phase portraits for Julia.

Extreme value analysis package for Julia

Sparse matrix class with efficient successive insertion of entries

Three-dimensional panel method for low-speed aerodynamics

Accurate and fast tight-binding calculations, using pre-fit coefficients and three-body terms.

ClimaCoupler: bringing atmosphere, land, and ocean together

Naive Bayes classifier

The weaving paper strips: shape optimization by geometric elasticity

Geospatial tables compatible with the GeoStats.jl framework

Specialized tools for MRI

@yield-based syntax for iterating over collections—foldl for humans™

Differential equation problem specifications and scientific machine learning for common financial models

Commonly used test images

-

A Julia wrapper for the NVIDIA Collective Communications Library.

Statistical standard error estimation tools for correlated data

Diagnostics for Oceananigans

Simulate quantum systems consisting of many spins interacting via dipole-dipole interaction

An easy to use Flux implementation of the Kolmogorov Arnold Network. This is a Julia version of TorchKAN.

Three Dimensional Magnetohydrodynamic(MHD) pseudospectral solvers written in julia with FourierFlows.jl

A Julia wrapper around a PyCall wrapper around the qhull Convex Hull library

Common types and interfaces for probabilistic programming

-

OpenMendel package for haplotyping and imputation