Solver for 1D nonlinear partial differential equations in Julia based on the collocation method of Skeel and Berzins and providing an API similar to MATLAB's pdepe

Differentiable JUlia ICE model

A flexible toolkit for simulation based inference in Julia

Hive, Spark SQL, Impala client. Based on Thrift and HiveServer2 protocol.

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SossMLJ makes it easy to build MLJ machines from user-defined models from the Soss probabilistic programming language

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DelaySSAToolkit.jl: a tool in Julia for stochastic simulation with delays

Package to simulate the thermal evolution of magmatic systems

Box Cox transformation in Julia

A new lightweight package for Deep Learning with Julia

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A HTTP framework

Julia implementation of the bond graph framework

Visualisation, output and fitting of the DAMM model

Propagate waves efficiently, optically, physically, differentiably with Julia Lang.

Vector Finite Difference Maxwell Modesolver

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Wrapper on top of LightGraphs for preserving vertex numbering

Reduced basis methods for parametrised eigenproblems

Julia package for hydrological modelling

Build a state machine in Julia based on functions along with stepping and visualization tools

High performance cyclic ray tracing algorithm for neutron transport in Julia.

Perform Model Checking and POMDP Planning from LTL specifications using POMDPs.jl

Ecosystem for writing partial differential equation solvers

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Community Detection algorithms for LightGraphs

Train a spiking recurrent neural network

A pure Julia package built on top of Rasters.jl for visualizing, analyzing, and processing remotely sensed imagery.

A differentiable parametrization of a group of unitary matrices.

The base package for Optimization.jl, containing the structs and basic functions for it.

🧊 Coupled and stand-alone simulations of sea ice for Earth system modeling

Julia package for quantum circuit generation

Computational logic in Julia!

Julia package that wraps the SARSOP software for solving POMDPs/MDPs

Extensible library for finite element programming

Package to build Cases for Power Systems Modeling

A model framework for the interpretation of mineral age spectra in stratigraphic context

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Learning Dynamic Movement Primitives in Julia