Repository for automatic differentiation backend types

Comparing performance and results of mcmc options using Julia

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

The ideal tool for exploring global marine biogeochemical cycles.

Detect and track blobs in video

Clima's Land Model

Clima's Land Model

Total Variation Regularized Numerical Differentiation

Quantum Toolbox in Julia

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

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

Julia Bindings for Atomic Simulation Environment

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

FractionalCalculus.jl: A Julia package for high performance, comprehensive and high precision numerical fractional calculus computing.

Solves stiff differential algebraic equations (DAE) using variable stepsize backwards finite difference formula (BDF) in the SciML scientific machine learning organization

Create parameter estimation problems for ODE models

Time stepping for Gridap

Solver for two-dimensional conservation equations using the finite volume method in Julia.

Solving difference equations with DifferenceEquations.jl and the SciML ecosystem.

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

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.

Quantum dynamics simulation environment

Simulation of simple controls problems in Julia

A turbulence-convection single column model cloud parameterization.

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.

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

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

Differentiable matrix factorizations using ImplicitDifferentiation.jl.

A differentiable simulator for robotic systems.

Octofitter is a Julia package for performing Bayesian inference against direct images of exoplanets, relative astrometry, and astrometric acceleration of the host star.

A scaffolding for building inviscid flow models

TrixiParticles.jl: Particle-based multiphysics simulations in Julia

Computer algebra tools for symbolic manipulations in quantum mechanics and quantum information

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A unified interface for simulations of the Bio-Energetic model on food webs

Differential equations on manifolds