NB: More recent documentation for Dyalog APL is available at https://docs.dyalog.com/20.0/.
Primitive Functions
| Glyph | Glyph Name | Monadic Function | Dyadic Function |
|---|---|---|---|
| + | Plus Sign | Conjugate | Plus |
| ^ | And Lowest Common Multiple | ||
| ! | Exclamation Mark | Factorial | Binomial |
| ⌈ | Upstile | Ceiling | Maximum |
| ○ | Circle | Pi Times | Circular |
| ? | Question Mark | Roll | Deal |
| ⊥ | Up Tack Symbol | Decode | |
| L | Mix | ||
| × | Times Sign | Direction Signum | Times |
| ÷ | Divide Sign | Reciprocal | Divide |
| ↓ | Down Arrow | Drop | |
| ⊂ | Left Shoe | Enclose | |
| ⊤ | Down Tack Symbol | Encode | |
| = | Equal Sign | Equal | |
| ~ | Tilde | Not | Without |
| ⍀ | Slope Bar | Expand First | |
| * | Star | Exponential | Power |
| ⍷ | Epsilon Underbar | Find | |
| ⌊ | Downstile | Floor | Minimum |
| ⍕ | Thorn Symbol | Format Monadic | Format Dyadic |
| ⍒ | Grade Down | Grade Down Monadic | Grade Down Dyadic |
| ⍋ | Grade Up | Grade Up Monadic | Grade Up Dyadic |
| ≥ | Greater Than Or Equal To Sign | Greater Or Equal | |
| ⊢ | Right Tack | Identity | Right |
| ⍳ | Iota | Index Generator | Index Of |
| ⌷ | Squad Symbol | Materialise | Index |
| ∩ | Up Shoe | Intersection | |
| ⍸ | Iota Underbar | Where | Interval Index |
| ⊣ | Left Tack | Same | Left |
| ≤ | Less Than Or Equal To Sign | Less Or Equal | |
| ⍟ | Log | Natural Logarithm | Logarithm |
| | | Stile | Magnitude | Residue |
| ≡ | Equal Underbar Sign | Match | |
| ⌹ | Domino | Matrix Inverse | Matrix Divide |
| ∊ | Epsilon | Membership | |
| - | Minus Sign | Negative | Subtract |
| ⍲ | Logical NAND Symbol | Nand | |
| ⊆ | Left Shoe Underbar | Nest | |
| ⍱ | Logical NOR Symbol | Nor | |
| ≠ | Not Equal To | Unique Mask | Not Equal |
| ≢ | Equal Underbar Slash | Tally | Not Match |
| ∨ | Logical Or | Or Greatest Common Divisor | |
| ⊃ | Right Shoe | Pick | |
| , | Comma | Ravel | |
| ⍴ | Rho | Shape | Reshape |
| ⍪ | Comma Bar | Table | |
| ↑ | Up Arrow | Take | |
| ⍉ | Circle Backslash | Transpose Monadic | Transpose Dyadic |
| ∪ | Set Union | Unique | Union |