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Functional Programming: Lisp

Functional Programming: Lisp. MacLennan Chapter 10. Control Structures. Atoms are the only primitives: since they are the only constructs that do not alter the control flow. Literals (represent themselves) Numbers Quoted atoms lists Unquoted atoms are bound to

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Lisp II

Lisp II. How EQUAL could be defined. (defun equal (x y) ; this is how equal could be defined (cond ((numberp x) (= x y)) ((atom x) (eq x y)) ((atom y) nil) ((equal (car x) (car y)) (equal (cdr x) (cdr y))))).

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Defining new functions (contd)

Defining new functions (contd). xmemb [x, list] = ; is x a member of list? [ null?[list] ? NIL; | eq ?[x, car[list]] ? T; | T ? xmemb [x, cdr [list]] ] Define a function that will return a count of how many times x appears in list A useful function:

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167 views • 7 slides

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Functional Programming: Lisp

Lisp II

Defining new functions (contd)