This is a plotting cheatsheet for SageMath open-source mathematics software system.
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using ReachabilityAnalysis | |
using ReachabilityAnalysis.TaylorModels | |
using ReachabilityAnalysis.TaylorSeries | |
using Random | |
using StatsBase | |
# ----------------- | |
# Numbers | |
# ----------------- |
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using Plots | |
using Unitful | |
using DifferentialEquations | |
using GeneralAstrodynamics | |
using LazySets | |
# Find a periodic orbit near Earth (orbit, period) | |
Oₑ, Pₑ = halo(SunEarth; Az=100_000u"km", L=2) | |
# Find a periodic orbit near Jupiter (orbit, period) |
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### Code | |
```julia | |
function makie_3d_plot(scene, data::Vector{IntervalBox{3, N}}, color=nothing) where N | |
# plotting a single box in 3D doesn't work as expected | |
@assert length(data) > 1 | |
positions = [Point3f0(mid(X)) for X in data] | |
scales = [Vec3f0(diam.(X)) for X in data] |
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HSCC 2021
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Applied Verification for Continuous and Hybrid Systems
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FORMATS 2020
- https://formats-2020.cs.ru.nl/#call
- Abstract Submission deadline: April 4, 2020
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$ ./runTests.sh | |
keyfiles = | |
{ | |
[1,1] = onsasExample_staticVonMisesTruss_test.m | |
[1,2] = onsasExample_uniaxialExtension_test.m | |
[1,3] = onsasExample_uniformCurvatureCantilever_test.m | |
} | |
totalRuns = 3 |
Lists of journals in scientific computing and applied mathematics.
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Mathematics of Computation
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Foundations of Computational Mathematics:
#using Plots, BenchmarkTools, StaticArrays #using Revise, ReachabilityAnalysis #const RA = ReachabilityAnalysis include("/home/mforets/.julia/dev/ReachabilityAnalysis/test/models/hybrid/embrake.jl") LazySets.deactivate_assertions()
function LazySets.diameter(R::ReachabilityAnalysis.AbstractLazyReachSet; vars::Int) overapproximate(project(R, vars=vars), Interval) |> set |> diameter end
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