German terminology: Difference between revisions

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m (→‎Translations: space added, fixed link)
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{| class=wikitable id="dtwords"
{| class=wikitable id="dtwords"
! Primary term !! Translation
! Primary term !! Translation
|-
| <source lang=apl inline>→</source> [[Abort]] || Beenden<ref name="Lattermann"/>
|-
| <source lang=apl inline>+</source> [[Add]] || Addieren<ref name="Lattermann"/>
|-
| <source lang=apl inline>∧</source> [[And]] || Und<ref name="Lattermann"/>
|-
|-
| [[Array]] || Feld<ref>German Wikipedia: [https://de.wikipedia.org/wiki/Feld_(Datentyp) Feld (Datentyp)]</ref>
| [[Array]] || Feld<ref>German Wikipedia: [https://de.wikipedia.org/wiki/Feld_(Datentyp) Feld (Datentyp)]</ref>
|-
| <source lang=apl inline>←</source> Assignment || Wert Zuweisen<ref name="Lattermann"/>
|-
|-
| Atop ||
| Atop ||
|-
| Axis/Axes || Achse(n)<ref name="Lattermann"/>
|-
|-
| <source lang=apl inline>\</source> Backslash || Gegenschrägstrich, Backslash
| <source lang=apl inline>\</source> Backslash || Gegenschrägstrich, Backslash
|-
|-
| [[Beside]] || Neben<ref name="mbaas">Suggested by Michael Baas</ref>
| [[Beside]] || Neben<ref name="mbaas">Suggested by Michael Baas</ref>
|-
| <source lang=apl inline>→</source> [[Branch]] || Verzweigung<ref name="Lattermann"/>
|-
|-
| Character vector || Zeichenvektor
| Character vector || Zeichenvektor
Line 21: Line 33:
| Case folding || [[{{TALKPAGENAME}}#Case_folding|Case folding]]<ref name="mbaas"/>
| Case folding || [[{{TALKPAGENAME}}#Case_folding|Case folding]]<ref name="mbaas"/>
|-
|-
| <source lang=apl inline>,</source> [[Catenate]] || Verbinde, Verkette<ref name="Lochner">Hans Lochner: APL2 Handbuch</ref>, Konkatenieren<ref name=dewp>German Wikipedia: [https://de.wikipedia.org/wiki/APL_(Programmiersprache) APL (Programmiersprache)]</ref>
| <source lang=apl inline>,</source> [[Catenate]] || Verbinde, Verkette<ref name="Lochner">Hans Lochner: APL2 Handbuch</ref>[n<ref name="Lattermann"/>], Konkatenieren<ref name=dewp>German Wikipedia: [https://de.wikipedia.org/wiki/APL_(Programmiersprache) APL (Programmiersprache)]</ref>
|-
|-
| <source lang=apl inline>⌈</source> [[Ceiling]] || Aufrunden<ref name="Lochner" />
| <source lang=apl inline>⌈</source> [[Ceiling]] || Aufrunden<ref name="Lochner" /><ref name="Lattermann"/>
|-
|-
| <source lang=apl inline>○</source> [[Circle]] || Kreis(Funktion)
| <source lang=apl inline>○</source> [[Circle]] || Kreis(Funktion)<ref name="Lattermann"/>
|-
|-
| <source lang=apl inline>⍪</source> [[Comma bar]] || Komma-Strich<ref name="mbaas"/>
| <source lang=apl inline>⍪</source> [[Comma bar]] || Komma-Strich<ref name="mbaas"/>
|-
|-
| <source lang=apl inline>∘</source> [[Compose]] || Komponiere
| <source lang=apl inline>∘</source> [[Compose]] || Komponiere
|-
| <source lang=apl inline>?</source> [[Deal]] || Stichprobe<ref name="Lattermann"/>
|-
| <source lang=apl inline>⊥</source> [[Decode]] || Verschlüsseln<ref name="Lattermann"/>
|-
| <source lang=apl inline>⊤</source> [[Encode]] || Entschlüsseln<ref name="Lattermann"/>
|-
| <source lang=apl inline>\</source> [[Expand]] || Expandieren<ref name="Lattermann"/>
|-
| <source lang=apl inline>*</source> [[Exponental]] || Potenzieren zur Basis e<ref name="Lattermann"/>
|-
|-
| Compositional operators ''(see [[Function composition]])'' || Kompositions-Operatoren
| Compositional operators ''(see [[Function composition]])'' || Kompositions-Operatoren
|-
|-
| Compress ''(see [[Replicate]])'' || Komprimieren ''(Replicate/Replizieren sinnvoller)''
| Compress ''(see [[Replicate]])'' || Komprimieren<ref name="Lattermann"/> ''(Replicate/Replizieren sinnvoller)''
|-  
|-  
| [[Derived function]] || Abgeleitete Funktionen<ref name=dewp/>
| [[Derived function]] || Abgeleitete Funktionen<ref name=dewp/>, zusammengesetzte Funktion<ref name="Lattermann"/>
|-
|-
| [[Disclose]] || Auspacken
| [[Disclose]] || Auspacken
|-
|-
| [[Dyadic]] || Dyadisch (Zweistellig<ref name="Lochner" />)
| <source lang=apl inline>!</source> [[Binomial]] || Binomialkoeff.<ref name="Lattermann"/>
|-
|-
| <source lang=apl inline>↓</source> [[Drop]] || Entfernen<ref name="Lochner" />
| <source lang=apl inline>⎕CT</source> [[Comparison tolerance]] || Toleranz<ref name="Lattermann"/>
|-
| <source lang=apl inline>×</source> [Direction]] || Vorzeichen <ref name="Lattermann" />
|-
| <source lang=apl inline>÷</source> [[Divide]] || Dividieren<ref name="Lattermann"/>
|-
| [[Dyadic]] || Dyadisch (Zweistellig<ref name="Lochner" /><ref name="Lattermann"/>)
|-
| <source lang=apl inline>↓</source> [[Drop]] || Entfernen<ref name="Lochner" /><ref name="Lattermann"/>
|-  
|-  
| <source lang=apl inline>¨</source> [[Each]] ||Komponentenweise Ausführen<ref name="Lochner" />
| <source lang=apl inline>¨</source> [[Each]] ||Komponentenweise Ausführen<ref name="Lochner" />
|-
|-
| <source lang=apl inline>⊂</source> [[Enclose]] || [[{{TALKPAGENAME}}#Enclose_/_Disclose|Einpacken]]
| <source lang=apl inline>⊂</source> [[Enclose]] || [[{{TALKPAGENAME}}#Enclose_/_Disclose|Einpacken]]
|-
| <source lang=apl inline>=</source> [[Equal to]] || Gleich<ref name="Lattermann"/>
|-
|-
| <source lang=apl inline>⍎</source> [[Execute]] || [https://aplwiki.com/wiki/Talk:German_terminology#Execute Ausführen]
| <source lang=apl inline>⍎</source> [[Execute]] || [https://aplwiki.com/wiki/Talk:German_terminology#Execute Ausführen]
|-
|-
| <source lang=apl inline>⌊</source> [[Floor]] || Abrunden<ref name="Lochner" />
| <source lang=apl inline>!</source> [[Factorial]] || Fakultät<ref name="Lattermann"/>
|-
| <source lang=apl inline>⌊</source> [[Floor]] || Abrunden<ref name="Lochner" /><ref name="Lattermann"/>
|-
|-
| [[Fork]] || Gabel (Dreierzug)
| [[Fork]] || Gabel (Dreierzug)
|-
|-
| [[Format]] (Funktion) || Deaktivieren<ref name="Lochner" />
| [[Format]] (Funktion) || Deaktivieren<ref name="Lochner" />
|-
| <source lang=apl inline>⍕</source> [[Format]] || Formatieren<ref name="Lattermann"/>
|-
|-
| [[Function composition|(Function) composition]] || Komposition<ref>German wikipedia: [https://de.wikipedia.org/wiki/Komposition_(Mathematik) Komposition (Mathematik)]</ref>
| [[Function composition|(Function) composition]] || Komposition<ref>German wikipedia: [https://de.wikipedia.org/wiki/Komposition_(Mathematik) Komposition (Mathematik)]</ref>
|-
|-
| [[Grade]] || Sortierindex<ref name="Lochner" />
| [[Grade]] || Sortierindex<ref name="Lochner" /><ref name="Lattermann"/>
|-
|-
| <source lang=apl inline>⍒</source> [[Grade Down]] || Sortierindex, fallend<ref name="Lochner" />
| <source lang=apl inline>⍒</source> [[Grade Down]] || Sortierindex, fallend<ref name="Lochner" />
|-
|-
| <source lang=apl inline>⍋</source> [[Grade Up]] || Sortierindex, steigend<ref name="Lochner" />
| <source lang=apl inline>⍋</source> [[Grade Up]] || Sortierindex, steigend<ref name="Lochner" />
|-
| <source lang=apl inline>></source> [[Greater than]] || Größer<ref name="Lattermann"/>
|-
| <source lang=apl inline>></source> [[Greater than or Equal to]] || Größer-gleich<ref name="Lattermann"/>
|-
|-
| [[Guard]] || Wache<ref name="mbaas" />
| [[Guard]] || Wache<ref name="mbaas" />
|-
| Header line || Kopfzeile<ref name="Lattermann"/>
|-
|-
| <source lang=apl inline>¯</source> High minus || hohes Minus, negatives Vorzeichen
| <source lang=apl inline>¯</source> High minus || hohes Minus, negatives Vorzeichen
|-
|-
| Index || Index  
| Index || Index, Indizieren<ref name="Lattermann"/>
|-
| <source lang=apl inline>⍳</source> [[Index Generator]] || Indexvektor<ref name="Lattermann"/>
|-
| <source lang=apl inline>⍳</source> [[Index of]] || Index Zeigen<ref name="Lattermann"/>
|-
| <source lang=apl inline>⎕IO</source> [[Index origin]] || Index anfang<ref name="Lattermann"/>
|-
|-
| Indices || Indizes, Indexe
| Indices || Indizes, Indexe
|-
|-
| to index || indexieren
| to index || indexieren, Indizieren<ref name="Lattermann"/>
|-
| <source lang=apl inline>.</source> [[Inner product]] || Inneres Produkt<ref name="Lattermann"/>
|-
|-
| <source lang=apl inline>∘</source> [[Jot]] || Kringel<ref>German Wikipedia: [https://de.wikipedia.org/wiki/Komposition_(Mathematik)#Definition Komposition (Mathematik)]</ref>
| <source lang=apl inline>∘</source> [[Jot]] || Kringel<ref>German Wikipedia: [https://de.wikipedia.org/wiki/Komposition_(Mathematik)#Definition Komposition (Mathematik)]</ref>
Line 77: Line 127:
| <source lang=apl inline>⌸</source> [[Key]] || Leiter<ref name="abrudz" />
| <source lang=apl inline>⌸</source> [[Key]] || Leiter<ref name="abrudz" />
|-
|-
| [[Label]] || Sprungmarke, Zeilenmarke
| [[Label]] || Anweisungsname<ref name="Lattermann"/>, Sprungmarke, Zeilenmarke
|-
|-
| [[Laminate]] || Schichten
| [[Laminate]] || Schichten, Verketten Schichten<ref name="Lattermann"/>
|-
|-
| <source lang=apl inline>⍝</source> Lamp || Lampe<ref name=dewp/>
| <source lang=apl inline>⍝</source> Lamp || Lampe<ref name=dewp/>
|-
|-
| [[Left]] <source lang=apl inline>⊣</source>|| Links
| <source lang=apl inline>⎕LX</source> [[Latent expression]] || Latenter Ausdruck<ref name="Lattermann"/>
|-
| <source lang=apl inline>⊣</source> [[Left]] || Links
|-
| <source lang=apl inline><</source> [[Less than]] || Kleiner<ref name="Lattermann"/>
|-
| <source lang=apl inline><</source> [[Less than or Equal to]] || Kleiner-gleich<ref name="Lattermann"/>
|-
| <source lang=apl inline>⍟</source> [[Logarithm]] || Logarithmieren<ref name="Lattermann"/>
|-
|-
| [[Major cells]] ||
| [[Major cells]] ||
|-
|-
| [[Membership]] || [[{{TALKPAGENAME}}#Membership|Existenzprüfung]]<ref name="Lochner" /> (unsicher, Link für Diskussion)
| <source lang=apl inline>⌹</source> [[Matrix Divide]] || [Lin. Gleichungs-system] Lösen<ref name="Lattermann"/>
|-
| <source lang=apl inline>⌹</source> [[Matrix Inverse]] || Invertieren<ref name="Lattermann"/>
|-
|-
| [[Monadic]] || Monadisch (Einstellig<ref name="Lochner" />)
| <source lang=apl inline>⌈</source> [[Maximum]] || Maximieren<ref name="Lattermann"/>
|-
| <source lang=apl inline>∊</source>  [[Membership]] || [[{{TALKPAGENAME}}#Membership|Existenzprüfung]]<ref name="Lochner" />  (unsicher, Link für Diskussion)
|-
| <source lang=apl inline>⌊</source> [[Minimum]] || Minimieren<ref name="Lattermann"/>
|-
| [[Mixed function]] || Gemischte Funktion<ref name="Lattermann"/>
|-
| [[Monadic]] || Monadisch (Einstellig<ref name="Lochner" /><ref name="Lattermann"/>)
|-
|-
| [[Namespace]] || Namensraum<ref name=dewp/>
| [[Namespace]] || Namensraum<ref name=dewp/>
|-
| <source lang=apl inline>⍲</source> [[Nand]] || Nicht Beide<ref name="Lattermann"/>
|-
|-
| N-wise || N-fach
| N-wise || N-fach
|-
| <source lang=apl inline>⍟</source> [[Natural Logarithm]] || Natürl. Logarithmieren<ref name="Lattermann"/>
|-
| <source lang=apl inline>-</source> Negate || Vorzeichen Umkehren<ref name="Lattermann"/>
|-
|-
| [[Nest]] || [[{{TALKPAGENAME}}#Nested|Nesten]]
| [[Nest]] || [[{{TALKPAGENAME}}#Nested|Nesten]]
Line 99: Line 173:
| Nested Arrays || Geschachtelte Felder  
| Nested Arrays || Geschachtelte Felder  
|-
|-
| [[Niladic]] || Niladisch (Nullstellig<ref name="Lochner" />)
| [[Niladic]] || Niladisch (Nullstellig<ref name="Lochner" /><ref name="Lattermann"/>)
|-
| <source lang=apl inline>⍱</source> [[Nor]] || Weder noch<ref name="Lattermann"/>
|-
| <source lang=apl inline>∨</source> [[Or]] || Oder<ref name="Lattermann"/>
|-
| <source lang=apl inline>∘.</source> [[Outer product]] || Äußeres Produkt<ref name="Lattermann"/>
|-
|-
| <source lang=apl inline>⍥</source> [[Over]] || Über<ref name="mbaas" />
| <source lang=apl inline>⍥</source> [[Over]] || Über<ref name="mbaas" />
|-
| [[overstrike]] | Übeieinandertippen<ref name="Lattermann"/>
|-
| <source lang=apl inline>○</source> [[Pi times]] || Mit π Multiplizieren<ref name="Lattermann"/>
|-
|-
| [[Pick]] || Entnehme
| [[Pick]] || Entnehme
|-
| <source lang=apl inline>*</source> [[Power]] || Potenzieren<ref name="Lattermann"/>
|-
|-
| [[Primitive function]]  || Elementarfunktion<ref name="Lochner" />, Einfache Funktion
| [[Primitive function]]  || Elementarfunktion<ref name="Lochner" />, Einfache Funktion
Line 109: Line 195:
| [[Primitive operator]]  || Elementaroperator<ref name="Lochner" />, Einfacher Operator
| [[Primitive operator]]  || Elementaroperator<ref name="Lochner" />, Einfacher Operator
|-
|-
| <source lang=apl inline>⎕</source> [[Quad]] || Fenster
| <source lang=apl inline>⎕</source> [[Quad]] || Fenster, Anforderung num. Ein.-/Ausgabe<ref name="Lattermann"/>
|-
|-
| <source lang=apl inline>⍞</source> [[Quote-quad]] || Fenster mit Griff (?)
| <source lang=apl inline>'</source> [[Quote]] || Hochkomma
|-
| <source lang=apl inline>⍞</source> [[Quote-quad]] || Fenster mit Griff (?), Fenster-Hochkomma, Anforderung Textein-/ausgabe<ref name="Lattermann"/>
|-
|-
| [[Rank]] || Rang
| [[Rank]] || Rang
|-
|-
| <source lang=apl inline>,</source> [[Ravel]] || Aufreihen<ref name="Lochner" />
| <source lang=apl inline>,</source> [[Ravel]] || Aufreihen<ref name="Lochner" /><ref name="Lattermann"/>
|-
|-
| [[Reduce]] || Reduziere
| <source lang=apl inline>÷</source> [[Reciprocal]] || Kehrwert<ref name="Lattermann"/>
|-
| [[Reduce]] || Reduziere[n<ref name="Lattermann"/>]
|-
|-
| [[Reduction]] || Reduktion
| [[Reduction]] || Reduktion
|-
| <source lang=apl inline>|</source> [[Residue]] || Rest<ref name="Lattermann"/>
|-
|-
| [[Replicate]] || Replizieren
| [[Replicate]] || Replizieren
|-
|-
| <source lang=apl inline></source> [[Reverse]] || Spiegeln<ref name="Lochner" />
| <source lang=apl inline>?</source> [[Roll]] || Zufallszahl  [Auswählen]<ref name="Lattermann"/>
|-
|-
| <source lang=apl inline>⍴</source> [[Reshape]] || Rho, Struktruriere
| <source lang=apl inline>⌽</source> [[Reverse]] || Spiegeln<ref name="Lochner" />, Parallel Spiegeln<ref name="Lattermann"/> (also for <source lang=apl inline>⊖</source>)
|-
| <source lang=apl inline>⍴</source> [[Reshape]] || Rho, Strukturiere[n<ref name="Lattermann"/>]
|-
|-
| <source lang=apl inline>⊢</source> [[Right]] || Rechts
| <source lang=apl inline>⊢</source> [[Right]] || Rechts
|-
|-
| <source lang=apl inline>⊖</source> [[Rotate]] || Rotieren<ref name="Lochner" />
| [[Scalar]] || Skalar<ref name="Lattermann"/>
|-
|-
| <source lang=apl inline>⎕</source> Quad || [[{{TALKPAGENAME}}#Quad|Fenster]]
| [[Scalar function]] || Skalarfunktion<ref name="Lattermann"/>
|-
|-
| <source lang=apl inline></source> Quad Diamond || Fenster-Karo<ref name="abrudz" /> (Symbol)
| <source lang=apl inline>-</source> [[Subtract]] || Subtrahieren<ref name="Lattermann"/>
|-
| <source lang=apl inline>?</source> [[Roll]] || Zufallszahl  [Auswählen]<ref name="Lattermann"/>
|-
|-
| <source lang=apl inline>'</source> [[Quote]] || Hochkomma
| <source lang=apl inline>'</source> [[Quote]] || Hochkomma
Line 141: Line 237:
| [[Same]], [[Identity]] || Indentität
| [[Same]], [[Identity]] || Indentität
|-  
|-  
| <source lang=apl inline>⍴</source> [[Shape]] || Rho, Struktrur zeigen (monadisch) bzw. strukturiere (dyadisch)
| <source lang=apl inline>⍴</source> [[Shape]] || Rho, Struktrur zeigen (monadisch) bzw. strukturiere (dyadisch), Dimension [Zeigen]<ref name="Lattermann"/>
|-
|-
| <source lang=apl inline>⊂⊃</source>Shoe (Left {{~}}, [[Right Shoe|Right {{~}}]]) || Schuh (Linker {{~}}, Rechter {{~}})
| <source lang=apl inline>⊂⊃</source>Shoe (Left {{~}}, [[Right Shoe|Right {{~}}]]) || Schuh (Linker {{~}}, Rechter {{~}})
|-
|-
| <source lang=apl inline>|</source> [[Signum]] || Vorzeichen, Signum
| <source lang=apl inline>|</source> [[Magnitude]] || Absolutbetrag, Betrag<ref name="Lattermann">Dieter Lattermann. APL in Beispielen. Oldenbourg. 1982</ref>
|-
| <source lang=apl inline>~</source> [[Not]] || Negieren<ref name="Lattermann"/>
|-
| <source lang=apl inline>=</source> [[Not Equal to]] || Ungleich<ref name="Lattermann"/>
|-
| <source lang=apl inline>\</source> [[Scan]] || Aufstufen<ref name="Lattermann"/>
|-
|-
| <source lang=apl inline>/</source> Slash || Schrägstrich, Slash
| <source lang=apl inline>/</source> Slash || Schrägstrich, Slash
Line 161: Line 263:
| <source lang=apl inline>⊣⊢</source> Tack (Left {{~}}, Right {{~}}) || [[{{TALKPAGENAME}}#Tack|Stift]] (Linker {{~}}, Rechter {{~}})
| <source lang=apl inline>⊣⊢</source> Tack (Left {{~}}, Right {{~}}) || [[{{TALKPAGENAME}}#Tack|Stift]] (Linker {{~}}, Rechter {{~}})
|-
|-
| <source lang=apl inline>↑</source> [[Take]] || Entnehmen<ref name="Lochner" />
| <source lang=apl inline>↑</source> [[Take]] || Entnehmen<ref name="Lochner" /><ref name="Lattermann"/>
|-
| <source lang=apl inline>×</source> [[Times]] || Multiplizieren<ref name="Lattermann"/>
|-
|-
| <source lang=apl inline>⍕</source> [[Format|Thorn]] || Dorn
| <source lang=apl inline>⍕</source> [[Format|Thorn]] || Dorn
Line 173: Line 277:
| [[2-Train]] || Zweierzug
| [[2-Train]] || Zweierzug
|-
|-
| <source lang=apl inline>⍉</source> [[Transpose]] || Transponieren
| <source lang=apl inline>⍉</source> [[Transpose]] || Transponieren (when dyadic<ref name="Lattermann"/>), Diagonal Spiegeln (when monadic <ref name="Lattermann"/>)
|-
|-
| <source lang=apl inline>∪</source> [[Unique]] || Unikat
| <source lang=apl inline>∪</source> [[Unique]] || Unikat

Revision as of 00:32, 20 July 2022

While written APL is mostly symbolic, facilitating communication of thought across human language barriers, instructional text and verbal conveying of APL subjects requires human language translations of the glyphs and primitives etc. This article attempts to provide a standard for German terminology used in such contexts, to ease the burden of translators, assist speakers, and in general lessen the risk of misunderstandings in conversation.

At the 2020 APL Germany meeting, Michael Baas described the motivation behind a German terminology standard and launched a survey to measure the importance of this.[1] APL Germany subsequently published an article detailing this.[2]

Translations

This list is incomplete. Please edit this page to contribute, keeping the list in alphabetical order by primary English term. The primary English term is the corresponding article name (which should be linked) if an article exists. Use the Discussion page to remark about translations you disagree with, or to provide suggestions for otherwise improving this page. When a translation has historical or external precedent, please add a reference to that.

Primary term Translation
Abort Beenden[3]
+ Add Addieren[3]
And Und[3]
Array Feld[4]
Assignment Wert Zuweisen[3]
Atop
Axis/Axes Achse(n)[3]
\ Backslash Gegenschrägstrich, Backslash
Beside Neben[5]
Branch Verzweigung[3]
Character vector Zeichenvektor
Case folding Case folding[5]
, Catenate Verbinde, Verkette[6][n[3]], Konkatenieren[7]
Ceiling Aufrunden[6][3]
Circle Kreis(Funktion)[3]
Comma bar Komma-Strich[5]
Compose Komponiere
? Deal Stichprobe[3]
Decode Verschlüsseln[3]
Encode Entschlüsseln[3]
\ Expand Expandieren[3]
* Exponental Potenzieren zur Basis e[3]
Compositional operators (see Function composition) Kompositions-Operatoren
Compress (see Replicate) Komprimieren[3] (Replicate/Replizieren sinnvoller)
Derived function Abgeleitete Funktionen[7], zusammengesetzte Funktion[3]
Disclose Auspacken
! Binomial Binomialkoeff.[3]
⎕CT Comparison tolerance Toleranz[3]
× [Direction]] Vorzeichen [3]
÷ Divide Dividieren[3]
Dyadic Dyadisch (Zweistellig[6][3])
Drop Entfernen[6][3]
¨ Each Komponentenweise Ausführen[6]
Enclose Einpacken
= Equal to Gleich[3]
Execute Ausführen
! Factorial Fakultät[3]
Floor Abrunden[6][3]
Fork Gabel (Dreierzug)
Format (Funktion) Deaktivieren[6]
Format Formatieren[3]
(Function) composition Komposition[8]
Grade Sortierindex[6][3]
Grade Down Sortierindex, fallend[6]
Grade Up Sortierindex, steigend[6]
> Greater than Größer[3]
> Greater than or Equal to Größer-gleich[3]
Guard Wache[5]
Header line Kopfzeile[3]
¯ High minus hohes Minus, negatives Vorzeichen
Index Index, Indizieren[3]
Index Generator Indexvektor[3]
Index of Index Zeigen[3]
⎕IO Index origin Index anfang[3]
Indices Indizes, Indexe
to index indexieren, Indizieren[3]
. Inner product Inneres Produkt[3]
Jot Kringel[9]
Key Leiter[10]
Label Anweisungsname[3], Sprungmarke, Zeilenmarke
Laminate Schichten, Verketten Schichten[3]
Lamp Lampe[7]
⎕LX Latent expression Latenter Ausdruck[3]
Left Links
< Less than Kleiner[3]
< Less than or Equal to Kleiner-gleich[3]
Logarithm Logarithmieren[3]
Major cells
Matrix Divide [Lin. Gleichungs-system] Lösen[3]
Matrix Inverse Invertieren[3]
Maximum Maximieren[3]
Membership Existenzprüfung[6] (unsicher, Link für Diskussion)
Minimum Minimieren[3]
Mixed function Gemischte Funktion[3]
Monadic Monadisch (Einstellig[6][3])
Namespace Namensraum[7]
Nand Nicht Beide[3]
N-wise N-fach
Natural Logarithm Natürl. Logarithmieren[3]
- Negate Vorzeichen Umkehren[3]
Nest Nesten
Nested Arrays Geschachtelte Felder
Niladic Niladisch (Nullstellig[6][3])
Nor Weder noch[3]
Or Oder[3]
∘. Outer product Äußeres Produkt[3]
Over Über[5]
overstrike | Übeieinandertippen[3]
Pi times Mit π Multiplizieren[3]
Pick Entnehme
* Power Potenzieren[3]
Primitive function Elementarfunktion[6], Einfache Funktion
Primitive operator Elementaroperator[6], Einfacher Operator
Quad Fenster, Anforderung num. Ein.-/Ausgabe[3]
' Quote Hochkomma
Quote-quad Fenster mit Griff (?), Fenster-Hochkomma, Anforderung Textein-/ausgabe[3]
Rank Rang
, Ravel Aufreihen[6][3]
÷ Reciprocal Kehrwert[3]
Reduce Reduziere[n[3]]
Reduction Reduktion
| Residue Rest[3]
Replicate Replizieren
? Roll Zufallszahl [Auswählen][3]
Reverse Spiegeln[6], Parallel Spiegeln[3] (also for )
Reshape Rho, Strukturiere[n[3]]
Right Rechts
Scalar Skalar[3]
Scalar function Skalarfunktion[3]
- Subtract Subtrahieren[3]
? Roll Zufallszahl [Auswählen][3]
' Quote Hochkomma
Quote-Quad Fenster-Hochkomma
Same, Identity Indentität
Shape Rho, Struktrur zeigen (monadisch) bzw. strukturiere (dyadisch), Dimension [Zeigen][3]
⊂⊃Shoe (Left ⁓, Right ⁓) Schuh (Linker ⁓, Rechter ⁓)
| Magnitude Absolutbetrag, Betrag[3]
~ Not Negieren[3]
= Not Equal to Ungleich[3]
\ Scan Aufstufen[3]
/ Slash Schrägstrich, Slash
Slash-bar Schräg- und Querstrich (?)
Squish Quad/Squad schmales Fenster
Stranding
Stencil (operator) Schablone[10] (Operator)
Tacit (function) Implizit (e Funktion)
⊣⊢ Tack (Left ⁓, Right ⁓) Stift (Linker ⁓, Rechter ⁓)
Take Entnehmen[6][3]
× Times Multiplizieren[3]
Thorn Dorn
3-Train Dreierzug
(Function) Train Zug
Tally Zähler
2-Train Zweierzug
Transpose Transponieren (when dyadic[3]), Diagonal Spiegeln (when monadic [3])
Unique Unikat
Unique Mask Unikat-Maske
Without Eliminiere (Ohne?)
Where Wo
Workspace Arbeitsbereich
zilde zilde

References

  1. Dieter Kilsch. APL Germany / GSE Herbsttagung 2020. November 10th, 2020.
  2. Baas, M. Deutsches APL (in German). APL Germany. November 24th, 2020.
  3. 3.00 3.01 3.02 3.03 3.04 3.05 3.06 3.07 3.08 3.09 3.10 3.11 3.12 3.13 3.14 3.15 3.16 3.17 3.18 3.19 3.20 3.21 3.22 3.23 3.24 3.25 3.26 3.27 3.28 3.29 3.30 3.31 3.32 3.33 3.34 3.35 3.36 3.37 3.38 3.39 3.40 3.41 3.42 3.43 3.44 3.45 3.46 3.47 3.48 3.49 3.50 3.51 3.52 3.53 3.54 3.55 3.56 3.57 3.58 3.59 3.60 3.61 3.62 3.63 3.64 3.65 3.66 3.67 3.68 3.69 3.70 3.71 3.72 3.73 3.74 3.75 3.76 3.77 3.78 3.79 Dieter Lattermann. APL in Beispielen. Oldenbourg. 1982
  4. German Wikipedia: Feld (Datentyp)
  5. 5.0 5.1 5.2 5.3 5.4 Suggested by Michael Baas
  6. 6.00 6.01 6.02 6.03 6.04 6.05 6.06 6.07 6.08 6.09 6.10 6.11 6.12 6.13 6.14 6.15 6.16 6.17 Hans Lochner: APL2 Handbuch
  7. 7.0 7.1 7.2 7.3 German Wikipedia: APL (Programmiersprache)
  8. German wikipedia: Komposition (Mathematik)
  9. German Wikipedia: Komposition (Mathematik)
  10. 10.0 10.1 Suggested by Adám Brudzewsky


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