NARS: Difference between revisions

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| array model              = [[nested array model|nested]]
| array model              = [[nested array model|nested]]
| index origin            = 0 or 1
| index origin            = 0 or 1
| function styles          = [[defined function]]s, [[direct definition (NARS)]]
| function styles          = [[defined function]]s, [[direct definition (operator)]]
| numeric types            =  
| numeric types            =  
| unicode support          = no
| unicode support          = no
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| <syntaxhighlight lang=apl inline>A∘\</syntaxhighlight> ||                            || [[Mesh]]
| <syntaxhighlight lang=apl inline>A∘\</syntaxhighlight> ||                            || [[Mesh]]
|-
|-
!colspan=3| [[Direct definition (NARS)|Direct definition]]
!colspan=3| [[Direct definition (operator)|Direct definition]]
|-
|-
| <syntaxhighlight lang=apl inline>∘∇B</syntaxhighlight> || [[Monadic]]                ||
| <syntaxhighlight lang=apl inline>∘∇B</syntaxhighlight> || [[Monadic]]                ||

Latest revision as of 02:40, 8 March 2024


STSC's APL*PLUS Nested Arrays System (acronymized NARS, from "Nested Array Research System") was the first commercial nested APL implementation. Drawing on work by Jim Brown, Trenchard More, and development manager Bob Smith, NARS introduced a new set of functions for working with arrays that contain arrays, as well as many new operators such as Power.[2] It was heavily influenced by Ken Iverson's 1978 paper Operators and Functions, and as a result features the first implementations of many primitives that were later added to SHARP APL and J under Iverson's direct supervision.

Primitives

NARS was an extension of APL*PLUS, which used the APL.SV primitive set, except for Execute (). Only new primitives are shown here, with existing cases in parentheses.

Functions

Glyph Monadic Dyadic
Enclose Partitioned Enclose
Disclose or First Pick
Type
Simple (NARS) Equivalent
Not-Simple Inequivalent
Split (Drop)
Mix (Take)
Unique Union
~ Set Difference
Intersection
Catenate along the First Dimension

Additionally, Index Generator was extended to allow a vector argument, Replicate and Expand were extended to allow integer left arguments, and Reshape was extended to allow an empty right argument (using fill elements).

Operators

Syntax Monadic call Dyadic call
f/ (Reduction) Dyadic Reduction (Windowed Reduction)
f\ (Scan) Dyadic Scan
Each
f⍨ Commute
f⍣B Power
f⍣∘ Power Limit
f⍣∘ Power Series
f∘g Composition (Beside)
A∘g Composition (Bind)
f∘B
f⍢g Dual
∘.g Function Table (Outer Product)
A⍡ Convolution operator
A∘/ Mask
A∘\ Mesh
Direct definition
∘∇B Monadic
A∇∘ Dyadic
A∇B Ambivalent

Other functionality

References


APL dialects [edit]
Maintained APL+WinAPL2APL64APL\ivApletteAprilCo-dfnsDyalog APLDyalog APL Visiondzaima/APLGNU APLKapNARS2000PometoTinyAPL
Historical A Programming LanguageA+ (A) ∙ APL#APL2CAPL\360APL/700APL\1130APL\3000APL.68000APL*PLUSAPL.jlAPL.SVAPLXExtended Dyalog APLIverson notationIVSYS/7090NARSngn/aplopenAPLOperators and FunctionsPATRowanSAXSHARP APLRationalized APLVisualAPL (APLNext) ∙ VS APLYork APL
Derivatives AHPLBQNCoSyELIGleeIIvyJJellyK (Goal, Klong, Q) ∙ KamilaLispLang5LilNialRADUiua
Overviews Comparison of APL dialectsTimeline of array languagesTimeline of influential array languagesFamily tree of array languages