Prolog was developed for language parsing. So, a arithmetic expression like
3 + - ( 4 * 12 ) / 2 + 7
after parsing is just a prolog term (representing the parse tree), with operator/3
providing the semantics to guide the parser's operation. For basic arithmetic expressions, the terms are
'-'/2
. Negation
'*'/2
, '/'/2
. Multiplication, division
'+'/2
, '-'/2
. Addition, subtraction
The sample expression above is parsed as
'+'( '+'( 3 , '/'( '-'( '*'(4,12) ) , 2 ) ) , 7 )
'is'/2
simply does a recursive walk of the parse tree representing the right hand side, evaluating each term in pretty much the same way an RPN (reverse polish notation) calculator does. Once that expression is evaluated, the result is unified with the left hand side.
Each basic operation — add, subtract, multiply, divide, etc. — has to be done in machine code, so at the end of the day, some machine code routine is being invoked to compute the result of each elemental operation.
Whether is/2
is written entirely in native code or written mostly in prolog, with just the leaf operations written in native code, is pretty much an implementation choice.