Monadic Equal Underbar means
≡ 7 0 ≡ 'abc' 1 ≡ (1 2)(3 4) 2 ≡ (1 2)(3 4)5 ¯2
Note: Result is always positive if ⎕ML is greater than or equal to 2
Dyadic Equal Underbar means
'b' 'e' 'x' ≡ 'bex' 1 1 ≡ 1 1 0
≡ 7 0 ≡ 'abc' 1 ≡ (1 2)(3 4) 2 ≡ (1 2)(3 4)5 ¯2
Note: Result is always positive if ⎕ML is greater than or equal to 2
'b' 'e' 'x' ≡ 'bex' 1 1 ≡ 1 1 0