By Gary D. Knott
- Use the atom desk and the quantity desk in Lisp
- Master expressions, typed tips, arguments and ends up in typed tips, and more
- Write lambda expressions in Lisp
- Bind real values to formal arguments
- Develop video games in Lisp
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Extra resources for Interpreting Lisp
E-expressions are made up of evaluatable prefix S-expressions involving numbers and ordinary atoms and other E-expressions. The basic LISP functional forms used in E-expressions are: (MINUS (PLUS a), a b), (DIFFERENCE a b), a b), a b), (POWER a b), where a and b are E-expressions, and (APPLY h (x1 x2 . . )), where x1 , x2 , . . are E-expressions, and h is an FSET-defined or DIFF-defined function. (TIMES (QUOTIENT The definitions of FSET, DIFF, and FPRINT follow. • FSET – special form v[(FSET G (X Y .
The computable functions of basic S-expression arguments correspond to the computable functions of non-negative integers since we can prescribe an effective enumerating mapping which assigns a non-negative integer to every basic S-expression. It is somewhat easier to show just that the computable functions of non-negative integers are subsumed by the computable functions of basic S-expression arguments. To do this associate the integer k with the atom NIL if k is 0, and with the list (T . . T) consisting of k T’s if k > 0.
If m is a macro function which has k arguments then v[(m a1 a2 . . ak )] = v[((EVAL (LIST ’SPECIAL (CAR (BODY m)) (LIST ’EVAL (CDR (BODY m))))) a1 a2 . . ak )]. 9: Define a LISP function called MAC which takes as input a user-defined LISP function f and an argument list w and returns the value of f on the arguments w computed as though f were a macro. 20 Minimal LISP Let the set of basic S-expressions be the set of ordinary atoms (with non-numeric names) and nonatomic S-expressions formed from these.
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