(- -1 (&max a))
(- -1 (&min a))))
+(define-simple-type-checker (logtest &exact-integer &exact-integer))
+(define-type-inferrer (logtest a b result)
+ (define (logand-min a b)
+ (if (< a b 0)
+ (min a b)
+ 0))
+ (define (logand-max a b)
+ (if (< a b 0)
+ 0
+ (max a b)))
+ (restrict! a &exact-integer -inf.0 +inf.0)
+ (restrict! b &exact-integer -inf.0 +inf.0)
+ (let ((min (logand-min (&min a) (&min b)))
+ (max (logand-max (&max a) (&max b))))
+ (if (and (= min max) (not (inf? min)))
+ (let ((res (if (zero? min) 0 1)))
+ (define! result &boolean res res))
+ (define! result &exact-integer 0 1))))
+
+(define-simple-type-checker (logbit? (&exact-integer 0 +inf.0) &exact-integer))
+(define-type-inferrer (logbit? a b result)
+ (let ((a-min (&min a))
+ (a-max (&max a))
+ (b-min (&min b))
+ (b-max (&max b)))
+ (if (and (eqv? a-min a-max) (>= a-min 0) (not (inf? a-min))
+ (eqv? b-min b-max) (>= b-min 0) (not (inf? b-min)))
+ (let ((res (if (logbit? a-min b-min) 1 0)))
+ (define! result &boolean res res))
+ (define! result &boolean 0 1))))
+
;; Flonums.
(define-simple-type-checker (sqrt &number))
(define-type-inferrer (sqrt x result)