Implementation of the Persistent Homology Transform

Lazy interface to lattices with arbitrary unit cells.

Makes pixels from strings in a very basic way

Julia wrapper of LoopTools for computing one-loop integrals

3D viewer for airborne wind energy systems

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Load useful metadata from FlowJo workspace files such as gating strategies and sample groups

Logger sink for sending log messages from Julia to Loki

A web client for the Hydrologic Reference Stations of the Australian Bureau of Meteorology

Julia package to determine effective number of uncorrelated data points in a correlated data stream via an O(log N) online binning algorithm.

God said Maxwell equations and then there was light

Effective field theory approach to the electron liquid problem

Abstract package for Genie caching

Load and save Netpbm images in Julia

Implicitly defined graphs (possibly infinite)

Julia cluster manager for Azure scale sets. Part of the COFII framework.

A common interface for different laser types

Bayesian quantile regression in Julia

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Network Histogram method for approximating graphons

Julia package to execute MLB Stats API.

Repo for the CloudGraphs project.

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A ElasticSearch client for Julia

Generalized CP Tensor Decompositions

High Frequency radar data interpolation with DIVAnd

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Create packages quickly

Distributions and Sampleables with keys for the variates

MCMCDebugging.jl: debugging utilities for MCMC samplers

Julia package for getting US Treasury yield curves

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Matrix Product Belief Propagation

A Collection of Quadrature Rules in Julia

Models of gas-phase atmospheric chemistry and related processes

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This is an ODE solver that implements the quantized state system methods: An approach that builds the solution by updating the system variables independently.

Utilities to test implementations of the MLJ model interface and provide integration tests for the MLJ ecosystem

Epidemic spatial and temporal model setup and simulation. Focusing on state of the art epidemiology models such as universal differential equations, epidemiology-informed deep learning models. Part of Mathepia.jl

Acquire GNSS signals