Prefix notation (also known as normal Polish Notation (NPN) or Łukasiewicz notation) is a mathematical notation wherein every operator precedes all of its operands, in contrast to Reverse Polish notation, which puts the operator in the postfix position.
Prefix notation (also known as normal Polish Notation (NPN) or Łukasiewicz notation) is a mathematical notation wherein every operator precedes all of its operands, in contrast to Reverse Polish notation, which puts the operator in the postfix position.
Both prefix and postfix-notation have the advantage over infix notation that operator precedence is completely defined by the expression, without parentheses being required, which further implies that both can be evaluated linearly by machine instructions without parsing.