using Mandelbrot, Test

Internal Addresses

The kneading sequence $AB$ (angle $1/3$, period 2) has internal address $[1,2]$:

@test address(InternalAddress(KneadingSequence(1//3))) == [1, 2]

Test Passed

The kneading sequence $AAB$ (angle $1/7$, period 3) has internal address $[1,3]$:

@test address(InternalAddress(KneadingSequence(1//7))) == [1, 3]

Test Passed

Hubbard Trees

The Hubbard tree for $AB$ has 2 vertices:

@test length(leaf_vertices(HubbardTree(InternalAddress([1, 2])))) == 2

Test Passed

The Hubbard tree for $AAB$ has 3 leaf vertices and 1 branch vertex:

H = HubbardTree(InternalAddress([1, 3]))
@test length(leaf_vertices(H)) == 3
@test length(branch_vertices(H)) == 1

Test Passed

Summary Table

using CairoMakie, BrotViz, Mandelbrot
kneadingtable([1//3, 1//7,7//9])

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