Monadic: Difference between revisions
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A function is '''monadic''' if it accepts | A function is '''monadic''' if it accepts an argument to the right of the function. For example: | ||
<code>'''<big> ∇ z{:=}dealcard m<br/> | <code>'''<big> ∇ z{:=}dealcard m<br/> | ||
| Line 7: | Line 7: | ||
In this case, the function would return a shuffle of '''m''' cards from a deck of 52. So a statement of | In this case, the function would return a shuffle of '''m''' cards from a deck of 52. So a statement of | ||
: shuffle {:=} dealcard 7 | : shuffle {:=} dealcard 7 | ||
Would set '''shuffle''' to the value of an array of 7 entries | Would set '''shuffle''' to the value of an array of 7 entries in the range of 1 to 52. | ||
An 'argument' can be an array or string or whatever the function is willing to accept. | An 'argument' can be an array or string or whatever the function is willing to accept. | ||
Revision as of 21:16, 27 February 2013
A function is monadic if it accepts an argument to the right of the function. For example:
∇ z←dealcard m
[1] z←m ? 52
∇
In this case, the function would return a shuffle of m cards from a deck of 52. So a statement of
- shuffle ← dealcard 7
Would set shuffle to the value of an array of 7 entries in the range of 1 to 52.
An 'argument' can be an array or string or whatever the function is willing to accept.
Some System functions are monadic in that you may present them one argument, and it may return a value. The ⎕FPC function returns the number of digits of precision for arithmetic calculations, and you can set it to the number of digits you want.
See Also
- niladic (accepts no arguments)
- monadic (accepts one argument)
- dyadic (accepts two arguments)
- System Functions
