Fast & flexible processing of lidar point-cloud data

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FiniteSizeScaling.jl: A Julia data analysis package for finding optimized values of phase transition parameters and critical exponents.

A Julia package to numerically approximate 1d function integrals using any of a variety of different methods.

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Julia wrapper for the MDLovoFit package

Rapid plotting of Abstract and AxisArrays

Julia wrapper for the Fast Graphlet Transform.

Tools for easy handling of Plate Kinematics functions with Julia

Julia wrapper for CryptoCompare API

Like fireflies next to spotlights

Calculate position velocity and time

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Compute meteorology variables related to plants / crops

A Julia package for computing cross mapping causality measures between time series.

Simulation of eco-evolutionary dynamics on multi-trait networks

Approximate Bayesian Computing with Julia

Next-generation sky map manipulation on rectangular pixels

Utilities for kite power system simulations

Sample repository in https://abap34.github.io/my-website/julialang/2021/01/31/julia-make-public-pkg.html

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Data structures and general infrastructure for reduced complexity modeling in Julia

Helper OpenGL functionality

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Linear free surface potential flow using Neumann-Kelvin Greens Functions.

Access HORIZONS and SPICE ephemeris sources with idiomatic Julia.

Generate checklists and flow diagrams based on the Preferred Reporting Items for Systematic Reviews and Meta-Analyses (PRISMA)

Vector Spherical Harmonics in Julia following the phase conventions of Varshalovich et al. (1988)

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SimSpin - A package for the kinematic analysis of galaxy simulations

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Probabilistic PCA for samples with heterogeneous quality

Functions to/from {1,2,...,n}

Electronic Microscopy Image Reconstruction Toolbox using julia language

Julia package to request data from the GEOGloWS streamflow service API

Approximate vanishing ideal computations

Distributed physical tree interfaces for Julia

Julia package for sampling and generating points on the boundary of an ellipse with methods for random, equally spaced and clustered points