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DifferentiableMetabolism.jl Public
Differentiable constraint-based metabolic models
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VibrioNatriegens Public
Genome-scale metabolic model of the marine bacterium Vibrio natriegens
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Escher.jl Public
Visualization of metabolic models in Makie.
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TernaryDiagrams.jl Public
Ternary plots with Makie.jl
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LinearSegmentation.jl Public
Linear segmented regression
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eQuilibrator.jl Public
A lightweight interface to eQuilibrator and equilibrator_api through Julia.
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Makie.jl Public
Forked from MakieOrg/Makie.jlVisualizations and plotting in Julia
Julia MIT License UpdatedDec 30, 2022 -
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ColorSchemes.jl Public
Forked from JuliaGraphics/ColorSchemes.jlcolorschemes, colormaps, gradients, and palettes
Julia Other UpdatedSep 14, 2022 -
DocStringExtensions.jl Public
Forked from JuliaDocs/DocStringExtensions.jlExtensions for Julia's docsystem.
Julia Other UpdatedMay 26, 2022 -
Symbolics.jl Public
Forked from JuliaSymbolics/Symbolics.jlA fast and modern CAS for a fast and modern language.
Julia Other UpdatedMay 2, 2022 -
NEOSServer.jl Public
Forked from jump-dev/NEOSServer.jlA Julia interface for the NEOS Optimisation Server
Julia MIT License UpdatedNov 1, 2021 -
MathOptInterface.jl Public
Forked from jump-dev/MathOptInterface.jlAn abstraction layer for mathematical optimization solvers.
Julia Other UpdatedOct 20, 2021 -
AmplNLWriter.jl Public
Forked from jump-dev/AmplNLWriter.jlJulia interface to AMPL-enabled solvers
Julia MIT License UpdatedSep 2, 2021 -
SBML.jl Public
Forked from LCSB-BioCore/SBML.jlJulia interface to the Systems Biology Markup Language (SBML) library
Julia Apache License 2.0 UpdatedApr 16, 2021 -
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BARON.jl Public
Forked from jump-dev/BARON.jlJulia wrapper for the BARON mixed-integer nonlinear programming solver
Julia MIT License UpdatedOct 15, 2020 -
Code for M. Eng. in Control Engineering
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Dissertation for my M. Eng in Control Engineering
TeX UpdatedJan 3, 2016 -
The analysis and implementation of coupled convection diffusion reaction systems with the finite element method
TeX UpdatedFeb 16, 2015 -
LoopRanking Public
CSC Project: Graph Theoretic Eigenvector Approach to Plant Connectivity
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