Julia package dedicated to modeling and solving the change of reference frame problem for self-deforming bodies.

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Package holding options modeling and analysis codes

Simulations of epithelial dynamics in 1D.

Set propagation for neural networks in Julia

This package provides utility structs and functions to support solving RL problems

Plotting recipes for equations of state

Models of aerosol chemistry and physics using ModelingToolkit.jl

Reusable NeRF components

Calculate equilibrium measures from potentials

[WIP] QEDevents.jl: Monte-Carlo event generation for QED.jl

[WIP]: QEDprocesses.jl: Modeling of scattering processes for QED.jl

A package for simple algebra, calculus and evaluation of one dimensional functions. Can be used for approximation (splines, interpolation) and algebra.

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CurricularVisualization.jl is an extension of the CurricularAnalytics.jl toolbox for visualizing curricula and degree plans.

🪴 example of root system architecture simulation like CRootBox

A Flexible Quasi-Copula Distribution for Statistical Modeling

Generalized linear models for cell-cell communication

Small package to extract coordinates of countries border

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Unified framework of quantification and unfolding algorithms

Julia Package for reading and writing MPI Files

Plots for ComputerAdaptiveTesting.jl and FittedItemBanks.jl

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Points and lines in the projective plane (with rational homogenous coordinates)

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Julia package for the paper "Decomposition with Monotone B-splines: Fitting and Testing"

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Abstract interface and base functions for simulation results

This package simplifies evolutionary algorithms for applications in systems biology. It can be used to generate oscillating reaction networks, networks that match input timeseries data, or fit parameters (rateconstants).

Particle methods for 1D conservation laws

Real-time systems modeling and schedulability analysis

A toolbox for internal fluid flow for Julia

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Reduced Basis Methods for Particle Systems

A Julia interface to the ReefMod Engine API

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Compactly supported basis functions in Julia

Gaussian Processes for MLJ

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