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The [[glyph]] '''jot''' is a small circle represented by the [[unicode]] character <code>∘</code>, "ring operator" (<code>◦</code>, "white bullet", may also be used in some dialects). Derived from the [[Iverson notation]] convention of using a circle for the top (reducing) function of an [[Inner Product]] to turn it into an [[Outer Product]], the jot now has several uses in various dialects:
The [[glyph]] '''jot''' is a small circle represented by the [[unicode]] character <code>∘</code>, "ring operator" (<code>◦</code>, "white bullet", may also be used in some dialects). Derived from the [[Iverson notation]] convention of using a circle for the top (reducing) function of an [[Inner Product]] to turn it into an [[Outer Product]], the jot now has several uses in various dialects:
* In [[APL\360]] and all other APLs, it is a "special" left operand to [[Inner Product]] (<source lang=apl inline>.</source>), so that (<source lang=apl inline>∘.f</source>) is an [[Outer Product]] by <source lang=apl inline>f</source>.
* In [[APL\360]] and all other APLs, it is a "special" left operand to [[Inner Product]] (<source lang=apl inline>.</source>), so that (<source lang=apl inline>∘.f</source>) is an [[Outer Product]] by <source lang=apl inline>f</source>.
* In [[SHARP APL]], <source lang=apl inline>∘</source> is the [[enclose]]d [[empty]] [[numeric]] [[vector]], which may also be written <source lang=apl inline><⍳0</source>.
* In [[SHARP APL]], <source lang=apl inline>∘</source>, named [[nil]], is the [[enclose]]d [[empty]] [[numeric]] [[vector]], which may also be written <source lang=apl inline><⍳0</source>.
* In [[NARS]], [[Dyalog APL]], and other [[Nested array model|nested]] APLs derived from these, <source lang=apl inline>∘</source> is the [[Compose]] [[operator]].
* In [[NARS]], [[Dyalog APL]], and other [[Nested array model|nested]] APLs derived from these, <source lang=apl inline>∘</source> is the [[Compose]] [[operator]].
* In [[NARS]] and [[NARS2000]], for an array <source lang=apl inline>a</source>, <source lang=apl inline>a∘/</source> is [[Mask]] and <source lang=apl inline>a∘\</source> is [[Mesh]].
* In [[NARS]] and [[NARS2000]], for an array <source lang=apl inline>a</source>, <source lang=apl inline>a∘/</source> is [[Mask]] and <source lang=apl inline>a∘\</source> is [[Mesh]].
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