EDS spectrum analysis tools within the NeXL toolset

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Astrophysical plotting interfaces for Julia

Visualize your everysinglestreet challenge

Numerical bifurcation analysis for delay differential equations

A powerful, no code solution for control and systems engineering

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Generate simulated DNA sequences for regulatory genomics problems

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F-1 method

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Lazy interface to lattices with arbitrary unit cells.

Differential Inequality Algorithms for Parametric ODEs

A single-cell RNA sequencing data analysis toolkit in Julia.

Effective field theory approach to the electron liquid problem

Standard random phase approximation (particle-hole channel) for quantum lattice system.

Simulation engine for Heta-based models

Bitemporal data management for prototypical life insurance data model

Load fasta files that contain DNA strings and process it for other downstream tasks

Estimating the transfer operator (Perron Frobenius operator) and invariant measures from time series.

A Julia package containing GNC algorithms for autonomous aerospace systems

StableSpectralElements.jl: Provably stable discontinuous spectral-element methods for conservation laws

High Frequency radar data interpolation with DIVAnd

Helpers for continuous <-> discrete indexing

A Julia package for building, and running Biochemical Systems Theory (BST) models

Package for solving generalized BdG mean field theory of interacting systems.

Phylogenetic Estimation of Shifts in the Tempo of Origination

A MOI/JuMP interface for `LocalSearchSolvers.jl`, a Constraint-Based Local Search (CBLS) framework

MCMCDebugging.jl: debugging utilities for MCMC samplers

Julia package for Light Based Tomographic Volumetric Additive Manufacturing.

Explicit SIMD types for CUDA

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Tools for Visualization of Quantum Annealing

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

Matrix Product Belief Propagation

Plotting functionality for Agents.jl - Agent-Based Modelling in Julia

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