UNIX — универсальная среда программирования - Керниган Брайан Уилсон
.I
.ta 1i
function: func name() stmt
procedure: proc name() stmt
.R
.DE
.I name
may be the name of any variable (em built-in functions are excluded.
The definition, up to the opening brace or statement,
must be on one line, as with the
.I if
statements above.
.PP
Unlike C,
the body of a function or procedure may be any statement, not
necessarily a compound (brace-enclosed) statement.
Since semicolons have no meaning in @[email protected],
a null procedure body is formed by an empty pair of braces.
.PP
Functions and procedures may take arguments, separated by commas,
when invoked. Arguments are referred to as in the shell:
.ix [hoc] arguments
.IT $3
refers to the third (1-indexed) argument.
They are passed by value and within functions
are semantically equivalent to variables.
It is an error to refer to an argument numbered greater than the
number of arguments passed to the routine. The error checking
is done dynamically, however, so a routine may have variable numbers
of arguments if initial arguments affect the number of arguments
to be referenced (as in C's @[email protected]).
.PP
Functions and procedures may recurse, but the stack has limited depth
(about a hundred calls). The following shows a
.I
hoc
definition of Ackermann's function:
.ix Ackermann's~function
.DS
.ft CW
.ix [ack]~function
.S $ "hoc
.S "func ack() {
.S " if ($1 == 0) return $2+1
.S " if ($2 == 0) return ack($1-1, 1)
.S " return ack($1-1, ack($1, $2-1))
.S "}
.S "ack(3, 2)
29
.S "ack(3, 3)
61
.S "ack(3, 4)
hoc: stack too deep near line 8
&...
.ft
.DE
.bp
.NH
Examples
.PP
Stirling's~formula:
.ix Stirling's~formula
.EQ
n! ~(ap~ sqrt {2n pi} (n/e) sup n (1+ 1 over 12n )
.EN
.DS
.ft CW
.S $ hoc
.S "func stirl() {
.S " return sqrt(2*$1*PI) * ($1/E)"$1*(1 + 1/(12*$1)) .S "}
.S "stirl(10)
3628684.7
.S stirl(20)
2.4328818e+18
.ft R
.DE
.PP
Factorial function, @[email protected]:
.ix [fac]~function
.DS
. S "func fac() if ($1 <= 0) return 1 else return $1 * fac($1-1)
.ft R
.DE
.PP
Ratio of factorial to Stirling approximation:
.DS
.S "i = 9
.S "while ((i = i+1) <= 20) {
.S print i, " ", fac(i)/stirl(i), "en"
.S "} .ft CW
10 1.0000318
11 1.0000265
12 1.0000224
13 1.0000192
14 1.0000166
15 1.0000146
16 1.0000128
17 1.0000114
18 1.0000102
19 1.0000092
20 1.0000083
.ft
.DE
3.7.14 hoc.y
%{
#include "hoc.h"
#define code2(c1,c2) code(c1); code(c2)
#define code3(c1,c2,c3) code(c1); code(c2); code(c3)
%}
%union {
Symbol *sym; /* symbol table pointer */
Inst *inst; /* machine instruction */
