Interface between Stopping.jl and other packages

Julia implementation of the ISOKANN algorithm for the computation of invariant subspaces of Koopman operators

Table of Isotopes for Julians. Interoperable with `PeriodicTable.jl`

Download FRED data in Julia.

A lightweight, efficient package for simulating stochastic processes on various domains.

Implementations of (soil) freezing characteristic curves, along with helpful tools for their optimization and inference, in Julia.

Data-driven models for extremely precise radial velocity (EPRV) spectra

An iteractive DynamicGrids.jl UI for Jupyter, atom, desktop and the web.

The lightweight base package for numerical simulation supporting nested dynamical systems and macro-based data logger. For more functionality, see FlightSims.jl.

Interpolation between areas (polygons) in Julia

Predefined environments and controllers for FlightSims.jl

Dirichilet process clustering for cancer sequencing data

Port of Google's language-detection library to Julia.

🍃 coupled leaf gas-exchange model

Code for cosmological SFB analysis.

Estimation of coalescence times between sequences.

I/O interface for astrophysical simulation codes

Astrophysical plotting interfaces for Julia

Provides for the creation, reading and writing of SPDX files in multiple file formats. Written in pure Julia.

Julia implementations of coding-theoretic sparse Walsh-Hadamard and Fourier transforms

🏔️⛷️ ManoptExamples.jl – A collection of research and tutorial example problems for Manopt.jl

Library for common tools for solving PDEs with finite difference methods (FDM), finite volume methods (FVM), finite element methods (FEM), and psuedospectral methods in a way that integrates with the SciML Scientific Mechine Learning ecosystem

DFTforge

Create grid mazes

Determinantal Point Processes for Julia

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A powerful, no code solution for control and systems engineering

Slice sampling algorithms in Julia

DecomposingPolynomialSystems.jl is a Julia package that decomposes (simplifies) a given polynomial system using tools from numerical algebraic geometry.

Numerical bifurcation analysis for delay differential equations

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POMDPs.jl-compatible interface for defining MDPs and POMDPs with finite horizons

Basic polynomials with exact coefficients

Convenient drawing tools derived from Plots

Consistent operations over a collection of KeyedArrays

Minimal Reinforcement Learning

Calculation and uniform sampling of minimum-volume enclosing ellipsoids

Optimally tuned ridge regression when features can be partitioned into groups.

Proximal operators for use with RegularizedOptimization

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