Draw a phase portrait of a two-variable ODE system in Julia
Afterwards you can integrate a two-variable ODE system with DifferentialEquations.jl, find its fixed points, and draw its phase portrait over a direction field.
Afterwards you can integrate a two-variable ODE system with DifferentialEquations.jl, find its fixed points, and draw its phase portrait over a direction field.
Afterwards you can describe two samples in Julia, test whether they differ with HypothesisTests.jl, and report the effect size with a confidence interval.
Afterwards you can read a table into a Julia DataFrame, select by column and condition, handle missing values deliberately, and average by hour or group.
Afterwards you can say what a Fourier transform computes, read an amplitude spectrum, and tell how long a record you need to separate two nearby frequencies.
Afterwards you can fit a model to data with known uncertainties using LsqFit, report parameter errors you can defend, and shade a confidence band.