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Sudleyplace (talk | contribs) (New page: <p>Dyadic iota (<apll>L⍳R</apll>) is extended to allow <apll>1<⍴⍴L</apll>, returning a nested array of shape <apll>⍴R</apll> whose items are each integer vectors of length <apll...) |
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<p>This extension is implemented via an internal magic function:</p> | <p>This extension is implemented via an internal magic function:</p> | ||
<apll> ∇ Z←L | <apll> ∇ Z←L #DydIota R;⎕IO;O</apll><br /> | ||
<apll>[1] O←⎕IO ⋄ ⎕IO←0</apll><br /> | <apll>[1] O←⎕IO ⋄ ⎕IO←0</apll><br /> | ||
<apll>[2] Z←⊂[0] O+(1+⍴L)⊤(¯1↓,(1+⍴L)↑L)⍳R</apll><br /> | <apll>[2] Z←⊂[0] O+(1+⍴L)⊤(¯1↓,(1+⍴L)↑L)⍳R</apll><br /> | ||
<apll> ∇</apll> | <apll> ∇</apll> | ||
Revision as of 21:35, 10 April 2008
Dyadic iota (L⍳R) is extended to allow 1<⍴⍴L, returning a nested array of shape ⍴R whose items are each integer vectors of length ⍴⍴R, suitable for use as indices to L.
For example, in origin-1
M←2 3⍴'abcdef'
M⍳'af'
1 1 2 3
M[M⍳'af']
af
This extension is implemented via an internal magic function:
∇ Z←L #DydIota R;⎕IO;O
[1] O←⎕IO ⋄ ⎕IO←0
[2] Z←⊂[0] O+(1+⍴L)⊤(¯1↓,(1+⍴L)↑L)⍳R
∇
