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authorMarshall Lochbaum <mwlochbaum@gmail.com>2020-09-20 13:50:30 -0400
committerMarshall Lochbaum <mwlochbaum@gmail.com>2020-09-20 13:50:30 -0400
commitf910f64594053011efd57a97100ad19ee1e39fb4 (patch)
tree33550f94bf4c2ea035e73d6e37395de299e4ab11 /doc/windows.md
parentbfc6eb1fcc5408ecf415224d47494a4005330da8 (diff)
Use "unit" or "rank-0" instead of "scalar"
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@@ -37,7 +37,7 @@ If the left argument has length `0`, then the argument is not sliced along any d
### More formally
-`𝕩` is an array. `𝕨` is a number or numeric list or scalar with `𝕨≀○≠≒𝕩`. The result `z` has shape `π•¨βˆΎΒ¬βŸœπ•¨βŒΎ((≠𝕨)βŠΈβ†‘)≒𝕩`, and element `iβŠ‘z` is `π•©βŠ‘Λœ(≠𝕨)(↑+⌾((≠𝕨)βŠΈβ†‘)↓)i`.
+`𝕩` is an array. `𝕨` is a number, or numeric list or unit, with `𝕨≀○≠≒𝕩`. The result `z` has shape `π•¨βˆΎΒ¬βŸœπ•¨βŒΎ((≠𝕨)βŠΈβ†‘)≒𝕩`, and element `iβŠ‘z` is `π•©βŠ‘Λœ(≠𝕨)(↑+⌾((≠𝕨)βŠΈβ†‘)↓)i`.
Using [Group](group.md) we could also write `iβŠ‘z` ←→ `π•©βŠ‘Λœ(π•¨βˆΎβ—‹(β†•βˆ˜β‰ )≒𝕩) +Β΄Β¨βˆ˜βŠ” i`.