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
Julia für Numerik Julia für Numerik Was ist Julia? 1 Das Typsystem von Julia All content licenced under CC BY-NC-SA 4.0. Created with Quarto