Data-driven decision making under uncertainty using matrices

A Norg parser in Julia

Common hyperparameter scheduling for ML

Same-same but different

A multigraph extension of Graphs.jl

Exploring the computational power of fermionic quantum systems. Ab initio computation and basis set optimization for electronic structure problems.

3D multi-source electromagnetic simulations in frequency domain, implementing the augmented partial factorization (APF) and other methods.

Computational tools for statistical geochemistry and petrology

YaoLang: The next DSL for Yao and quantum programs.

Nanosecond resolution for Time and Date, TimeZones

Neural Network based models for Natural Language Processing

Bayesian Linear Regression in Julia

DPFEHM: A Differentiable Subsurface Flow Simulator

Differentiable matrix factorizations using ImplicitDifferentiation.jl.

A Julia package for interacting with the Hugging Face dataset repository.

A survival analysis interface for Julia

Jacobi-Davidson method in Julia

Memoization mechanism

A Julia package for computing discrete eigenvalues of second order ODEs

A package for solving optimal power flow problems using distributed algorithms.

Trajectory simulations for point particles in Ocean, Atmosphere, etc flow fields

Auto differentiation over linear algebras (a Zygote extension)

Data science focused web framework

Tools for interoperability between DataFrame objects and LightGraphs and MetaGraphs objects

Receiver Operating Characteristics and functions for evaluation probabilistic binary classifiers

A turbulence-convection single column model cloud parameterization.

IPU programming in Julia

Simulation of simple controls problems in Julia

Quantum dynamics simulation environment

Digital quantum circuit simulator written in Julia

A package to generate visualizations from PowerSimulations.jl results. Part of the Scalable Integrated Infrastructure Planning Initiative at the National Renewable Energy Lab.

Combine Gtk4.jl and Observables.jl for easier GUI development

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Solvers for steady states in scientific machine learning (SciML)

Composable contracts, models, and functions that allow for modeling of both simple and complex financial instruments

Abstract operators for large scale optimization in Julia

Composable contracts, models, and functions that allow for modeling of both simple and complex financial instruments

A JuMP extension for probabilistic (chance) constraints

A Julia interface for the NEOS Optimisation Server

This package simulates the behaviors of an ensemble of phytoplankton individuals.