Experimental framework for automatic differentiation finite-volume simulators

Various Kalman Filters: KF, UKF, AUKF and their Square root variant

A Petri net modeling framework for the Julia programming language

Methods for computational information geometry

A suite of tools for solving Nonlinear Schrodinger equations via higher-order algorithms and Darboux transformations.

Tools to analyze and manipulate climate (spatiotemporal) data. Also used by ClimateTools and ClimatePlots

SBML differential equation and chemical reaction model (Gillespie simulations) for Julia's SciML ModelingToolkit

A Julia package for classical orthogonal polynomials and expansions

Examples of how to use the modeling capabilities developed under the Scalable Integrated Infrastructure Planning Initiative at NREL.

Detect and track blobs in video

Decompose a signal/timeseries into structure and noise or seasonal and residual components

Clima's Land Model

Clima's Land Model

Quantum Toolbox in Julia

An efficient Julia framwork for Hierarchical Equations of Motion (HEOM) in open quantum systems

Total Variation Regularized Numerical Differentiation

A Julia repository for linear algebra with infinite matrices

High-level model-order reduction to automate the acceleration of large-scale simulations

Julia Bindings for Atomic Simulation Environment

Makie plotting recipes for Gridap

An interface for accelerated simulation of high-dimensional collisionless and electrostatic plasmas.

Piecewise Deterministic Sampler library (Bouncy particle sampler, Zig Zag sampler, ...)

Create parameter estimation problems for ODE models

Time stepping for Gridap

Common hyperparameter scheduling for ML

Find attractors (and their basins) of dynamical systems. Perform global continuation. Study global stability (a.k.a. non-local, or resilience). Also tipping points functionality.

A time domain electrical energy grid modeling and simulation tool with a focus on the control of power electronics converters

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

A turbulence-convection single column model cloud parameterization.

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

Simulation of simple controls problems in Julia

A full stack simulator of quantum hardware, from the low-level analog physics to high-level network dynamics. Includes discrete event simulator, symbolic representation for quantum object, and works with many backend simulators.

Quantum dynamics simulation environment

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

Solvers for steady states in scientific machine learning (SciML)

DPFEHM: A Differentiable Subsurface Flow Simulator

Provides PETSc solvers to the Gridap project

TrixiParticles.jl: Particle-based multiphysics simulations in Julia

A scaffolding for building inviscid flow models

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