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

Real-time underwater acoustic simulator

A dynamically-structured matrix population model

Implement the rock sample problem using POMDPs.jl

Estimation of coalescence times between sequences.

Pólya-Gamma distribution for Distributions.jl interface

Julia code for computing monetary measures of risk, coherent or not

More zeros than you can shake a stick at

Point patterns for the GeoStats.jl framework

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

Reliability-based optimization

Test Cases for Regularized Optimization

The RankCompV3 package is based on the julia.

Statistical analyses for Bayesian workflows

Computation and numerical approximation of survival signatures.

A few extra distributions used in survival analysis

Subspace Inference package for uncertainty analysis in deep neural networks and neural ordinary differential equations using Julia

A Julia package for utility-based models of decision making

Chron.jl + basin subsidence analysis

A repository for adaptive transport maps

Importers for the BaseModelica standard into the Julia ModelingToolkit ecosystem

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

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Julia package of a fractional delay filter

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

Benchmark BLAS Libraries

Julia Package for Active Inference

Dirichilet process clustering for cancer sequencing data

Example problems for GeometricIntegrators.jl

Create grid mazes

Algorithm for motif detection in Categorical time-series.

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

🍃 coupled leaf gas-exchange model

Visualize your everysinglestreet challenge

Simplest simulation to use non-Exponential transitions

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

A framework for multivariate functions together with constructors for schumaker splines, OLS, Chebyshev, MARS splines for approximation.

Network Hawkes processes in Julia.

Determinantal Point Processes for Julia

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