Logarithm R←X⍟Y

X and Y must be numeric arrays. X cannot be 1 unless Y is also 1. R is the base X logarithm of Y.

Note that Logarithm (dyadic ⍟) is defined in terms of Natural Logarithm (monadic ⍟) as:

      X⍟Y←→(⍟Y)÷⍟X

Examples

      10⍟100 2
2 0.3010299957

      2 10⍟0J1 1J2
0J2.266180071 0.3494850022J0.4808285788

      1 ⍟ 1
1
      2 ⍟ 1
0