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add1 and sub1 instructions

* libguile/vm-i-scheme.c: Add add1 and sub1 instructions.
* module/language/tree-il/compile-glil.scm: Compile 1+ and 1- to add1
  and sub1.

* module/language/tree-il/primitives.scm (define-primitive-expander):
  Add support for `if' statements in the consequent.
  (+, -): Compile (- x 1), (+ x 1), and (+ 1 x) to 1- or 1+ as
  appropriate.
  (1-): Remove this one. Seems we forgot 1+ before, but we weren't
  compiling it nicely anyway.

* test-suite/tests/tree-il.test ("void"): Fix expected compilation of (+
  (void) 1) to allow for add1.
This commit is contained in:
Andy Wingo 2009-08-05 11:55:42 +02:00
parent f4863880f5
commit 7382f23e58
4 changed files with 52 additions and 6 deletions

View file

@ -85,6 +85,8 @@
((>= . 2) . ge?)
((+ . 2) . add)
((- . 2) . sub)
((1+ . 1) . add1)
((1- . 1) . sub1)
((* . 2) . mul)
((/ . 2) . div)
((quotient . 2) . quo)

View file

@ -19,6 +19,7 @@
;;; Code:
(define-module (language tree-il primitives)
#:use-module (system base pmatch)
#:use-module (rnrs bytevector)
#:use-module (system base syntax)
#:use-module (language tree-il)
@ -142,8 +143,14 @@
(define (consequent exp)
(cond
((pair? exp)
`(make-application src (make-primitive-ref src ',(car exp))
,(inline-args (cdr exp))))
(pmatch exp
((if ,test ,then ,else)
`(if ,test
,(consequent then)
,(consequent else)))
(else
`(make-application src (make-primitive-ref src ',(car exp))
,(inline-args (cdr exp))))))
((symbol? exp)
;; assume locally bound
exp)
@ -163,6 +170,15 @@
(define-primitive-expander +
() 0
(x) x
(x y) (if (and (const? y)
(let ((y (const-exp y)))
(and (exact? y) (= y 1))))
(1+ x)
(if (and (const? x)
(let ((x (const-exp x)))
(and (exact? x) (= x 1))))
(1+ y)
(+ x y)))
(x y z . rest) (+ x (+ y z . rest)))
(define-primitive-expander *
@ -172,11 +188,13 @@
(define-primitive-expander -
(x) (- 0 x)
(x y) (if (and (const? y)
(let ((y (const-exp y)))
(and (exact? y) (= y 1))))
(1- x)
(- x y))
(x y z . rest) (- x (+ y z . rest)))
(define-primitive-expander 1-
(x) (- x 1))
(define-primitive-expander /
(x) (/ 1 x)
(x y z . rest) (/ x (* y z . rest)))