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{{Main|Comparison function}} | {{Main|Comparison function}} | ||
{{Built-in|Less than|<nowiki><</nowiki>}} is a [[comparison function]] which tests whether the left [[argument]] is [[Tolerant comparison|tolerantly]] less than and not equal to the right argument, returning 1 if this is the case and 0 otherwise. It is the [[Not|negation]] of [[Greater than or Equal to]] (<source lang=apl inline>≥</source>). Less-than [[Scan]], which leaves only the first 1 in | {{Built-in|Less than|<nowiki><</nowiki>}} is a [[comparison function]] which tests whether the left [[argument]] is [[Tolerant comparison|tolerantly]] less than and not equal to the right argument, returning 1 if this is the case and 0 otherwise. It is the [[Not|negation]] of [[Greater than or Equal to]] (<source lang=apl inline>≥</source>). Less-than [[Scan]], which leaves only the first 1 in a [[Boolean]] [[vector]] set<ref>[[Phil Last|Last, Phil]]. [http://archive.vector.org.uk/art10501140 "Boolean Reductions"]. [[Vector Journal]] volume 26, number 1. 2013-09.</ref>, is a notable pattern. | ||
== Boolean function == | == Boolean function == |
Revision as of 09:16, 30 March 2020
- Main article: Comparison function
<
|
Less than (<
) is a comparison function which tests whether the left argument is tolerantly less than and not equal to the right argument, returning 1 if this is the case and 0 otherwise. It is the negation of Greater than or Equal to (≥
). Less-than Scan, which leaves only the first 1 in a Boolean vector set[1], is a notable pattern.
Boolean function
When the arguments to Less than are Boolean, it is the converse nonimplication Boolean function:
<
0
1
0
0
1
1
0
0
It returns 1 only if the left argument is 0 and the right argument is 1, and is identical to Residue. Considered as a logical operation, it can be read as isn't, as opposed to.
Less-than Scan on a Boolean vector returns a vector which indicates the position of the first 1 in the argument, if any:
<\ 0 0 1 0 0 0 1 0 0 0 1 0 0 0 0 0
It is idiom 348, "First one", in the FinnAPL idiom library.
External links
Documentation
References
- ↑ Last, Phil. "Boolean Reductions". Vector Journal volume 26, number 1. 2013-09.