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Kevin Cazelles
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📝 fix typos
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README.md

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- `basic_omnivory_module.jl`: includes all basic building blocs including the basic set of ODEs (`model!()`) and the functions to compute the different metrics (e.g. `overshoot()`);
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- `pulse.jl`: functions to run pulse analysis;
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- `press.jl`: functions to run press analysis;
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- `fig_press.jl`: script to create pulse figures (Figs. 3 (a-c), 4 (a-c), S3 (a-c), S4 (a-c));
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- `fig_pulse.jl`: script to create press figures (Figs. 3 (d-f), 4 (d-f), S3 (d-f), S4 (d-f));
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- `fig_press.jl`: script to create pulse figure panels (Figs. 3 (a-c), 4 (a-c), S3 (a-c), S4 (a-c));
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- `fig_pulse.jl`: script to create press figure panels (Figs. 3 (d-f), 4 (d-f), S3 (d-f), S4 (d-f));
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- `fig_S1.jl`: script to create figure S1;
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- `fig_S2.jl`: script to create figure S2.
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- `pipeline.jl`: orchestrate the different scripts to reproduce the analysis.
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- `fig_S2.jl`: script to create figure S2;
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- `pipeline.jl`: orchestrates the different scripts to reproduce the analysis.
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## How to reproduce the analysis locally
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## Questions
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## Questions?
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Script have been commented for ease of comprehension but if you still have some questions regarding the numerical implementation, do not hesitate to open an issue.
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Scripts have been commented for ease of comprehension but if you still have some questions regarding the numerical implementation, do not hesitate to create an issue.
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src/fig_S1.jl

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using PyPlot
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pygui(true)
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# PRESS SIMULATIONS for ranges of K, aCP, eCP and mP.
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# range of K
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println("Simulations for a range of K values")

src/fig_S2.jl

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using PyPlot
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pygui(true)
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# PULSE SIMULATIONS for ranges of K, aCP, eCP and mP.
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# range of K
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println("Simulations for a range of K values")

src/pipeline.jl

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# Install packagess
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# Orchestrates scripts
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# Install packages
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printstyled("1. Installing packages\n", color = :blue)
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include("install_packages.jl")
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src/press.jl

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using DifferentialEquations, NLsolve
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# analysis for one press simulation (1 system)
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# Full analysis for one press simulation (1 system)
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function press_unit(par, p_strength)
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# Parameters
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u0 = [1.0, 1.5, 1.5]

src/pulse.jl

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# Simulation for pulse experiment
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using DifferentialEquations, NLsolve
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# analysis for one pulse simulation (1 system)
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# Entire analysis for one pulse simulation (1 system)
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function pulse_unit(par, p_length, p_strength)
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# Parameters
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u0 = [1.0, 1.5, 1.5]

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