# Julia für Numerik – nb-types

###### nb-types.ipynb

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    function show_subtype_tree(T, i=0)
        println("       "^i, T)
        for Ts ∈ subtypes(T)
            show_subtype_tree(Ts, i+1)
        end
    end

    show_subtype_tree(Number)

    Number
           Complex
           Real
                  AbstractFloat
                         BigFloat
                         Float16
                         Float32
                         Float64
                  AbstractIrrational
                         Irrational
                  Integer
                         Bool
                         Signed
                                BigInt
                                Int128
                                Int16
                                Int32
                                Int64
                                Int8
                         Unsigned
                                UInt128
                                UInt16
                                UInt32
                                UInt64
                                UInt8
                  Rational

    using AbstractTrees

    AbstractTrees.children(x::Type) = subtypes(x)
    print_tree(Number)

    Number
    ├─ Complex
    └─ Real
       ├─ AbstractFloat
       │  ├─ BigFloat
       │  ├─ Float16
       │  ├─ Float32
       │  └─ Float64
       ├─ AbstractIrrational
       │  └─ Irrational
       ├─ Integer
       │  ├─ Bool
       │  ├─ Signed
       │  │  ├─ BigInt
       │  │  ├─ Int128
       │  │  ├─ Int16
       │  │  ├─ Int32
       │  │  ├─ Int64
       │  │  └─ Int8
       │  └─ Unsigned
       │     ├─ UInt128
       │     ├─ UInt16
       │     ├─ UInt32
       │     ├─ UInt64
       │     └─ UInt8
       └─ Rational

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