On May 17, 2016, at 9:48 PM, Christian Robert <address@hidden> wrote:
Sorry, no explanations given.
hook←{⍵⍶⍹⍵}
+hook÷2
2.5
You can look at the definition
∇hook[⎕]∇
∇
[0] λ←(⍶ hook ⍹ ) ⍵
[1] λ←⍵⍶⍹⍵
∇
It’s a definition for an operator receiving two function arguments ⍶ and ⍹, for
which you can not do ⎕←⍹ or ⎕←⍶. The result is a monadic function with right
argument ⍵. Explicitly for the example,
+hook÷2
is equivalent to
2+÷2
hook←{⍵⍶⍹⍵⊣⎕←⍵⊣⎕←⍶⊣⎕←⍹⊣⎕←⍵}
+hook÷2
2
DOMAIN ERROR
hook[1] λ←⍵ ⍶ ⍹ ⍵⊣⎕←⍵⊣⎕←⍶⊣⎕←⍹⊣⎕←⍵
^^
please explain the principle to a newbie.
I really want a working examples.
Xtian.
On 2016-05-17 22:30, Xiao-Yong Jin wrote:
They are for direct function (operator?) definitions. Try:
hook←{⍵⍶⍹⍵}
+hook÷2
2.5
On May 17, 2016, at 8:24 PM, Christian Robert <address@hidden> wrote:
hi,
in the result of "]help" I can see:
λ { ... } result
⍺ { ... } left value argument
⍵ { ... } right value argument
χ { ... } axis argument
⍶ { ... } left function argument
⍹ { ... } right function argument
can someone explain to me the usage of ⍶ and ⍹
with some examples ?
I understant the first four, but not the last two.
many thanks,
Xtian.