(:real
base+bounds)
(:complex
- (if (eq base+bounds 'real)
- 'complex
- `(complex ,base+bounds)))
+ (aver (neq base+bounds 'real))
+ `(complex ,base+bounds))
((nil)
(aver (eq base+bounds 'real))
'number)))))
(!def-type-translator complex (&optional (typespec '*))
(if (eq typespec '*)
- (make-numeric-type :complexp :complex)
+ (specifier-type '(complex real))
(labels ((not-numeric ()
(error "The component type for COMPLEX is not numeric: ~S"
typespec))
(not-real ()
- (error "The component type for COMPLEX is not real: ~S"
+ (error "The component type for COMPLEX is not a subtype of REAL: ~S"
typespec))
(complex1 (component-type)
(unless (numeric-type-p component-type)
(not-numeric))
(when (eq (numeric-type-complexp component-type) :complex)
(not-real))
- (modified-numeric-type component-type :complexp :complex))
- (complex-union (component)
- (unless (numberp component)
- (not-numeric))
- ;; KLUDGE: This TYPECASE more or less does
- ;; (UPGRADED-COMPLEX-PART-TYPE (TYPE-OF COMPONENT)),
- ;; (plus a small hack to treat (EQL COMPONENT 0) specially)
- ;; but uses logic cut and pasted from the DEFUN of
- ;; UPGRADED-COMPLEX-PART-TYPE. That's fragile, because
- ;; changing the definition of UPGRADED-COMPLEX-PART-TYPE
- ;; would tend to break the code here. Unfortunately,
- ;; though, reusing UPGRADED-COMPLEX-PART-TYPE here
- ;; would cause another kind of fragility, because
- ;; ANSI's definition of TYPE-OF is so weak that e.g.
- ;; (UPGRADED-COMPLEX-PART-TYPE (TYPE-OF 1/2)) could
- ;; end up being (UPGRADED-COMPLEX-PART-TYPE 'REAL)
- ;; instead of (UPGRADED-COMPLEX-PART-TYPE 'RATIONAL).
- ;; So using TYPE-OF would mean that ANSI-conforming
- ;; maintenance changes in TYPE-OF could break the code here.
- ;; It's not clear how best to fix this. -- WHN 2002-01-21,
- ;; trying to summarize CSR's concerns in his patch
- (typecase component
- (complex (error "The component type for COMPLEX (EQL X) ~
- is complex: ~S"
- component))
- ((eql 0) (specifier-type nil)) ; as required by ANSI
- (single-float (specifier-type '(complex single-float)))
- (double-float (specifier-type '(complex double-float)))
- #!+long-float
- (long-float (specifier-type '(complex long-float)))
- (rational (specifier-type '(complex rational)))
- (t (specifier-type '(complex real))))))
+ (if (csubtypep component-type (specifier-type '(eql 0)))
+ *empty-type*
+ (modified-numeric-type component-type
+ :complexp :complex))))
(let ((ctype (specifier-type typespec)))
- (typecase ctype
- (numeric-type (complex1 ctype))
- (union-type (apply #'type-union
- ;; FIXME: This code could suffer from
- ;; (admittedly very obscure) cases of
- ;; bug 145 e.g. when TYPE is
- ;; (OR (AND INTEGER (SATISFIES ODDP))
- ;; (AND FLOAT (SATISFIES FOO))
- ;; and not even report the problem very well.
- (mapcar #'complex1
- (union-type-types ctype))))
- ;; MEMBER-TYPE is almost the same as UNION-TYPE, but
- ;; there's a gotcha: (COMPLEX (EQL 0)) is, according to
- ;; ANSI, equal to type NIL, the empty set.
- (member-type (apply #'type-union
- (mapcar #'complex-union
- (member-type-members ctype))))
+ (cond
+ ((eq ctype *empty-type*) *empty-type*)
+ ((eq ctype *universal-type*) (not-real))
+ ((typep ctype 'numeric-type) (complex1 ctype))
+ ((typep ctype 'union-type)
+ (apply #'type-union
+ ;; FIXME: This code could suffer from (admittedly
+ ;; very obscure) cases of bug 145 e.g. when TYPE
+ ;; is
+ ;; (OR (AND INTEGER (SATISFIES ODDP))
+ ;; (AND FLOAT (SATISFIES FOO))
+ ;; and not even report the problem very well.
+ (mapcar #'complex1 (union-type-types ctype))))
+ ((typep ctype 'member-type)
+ (apply #'type-union
+ (mapcar (lambda (x) (complex1 (ctype-of x)))
+ (member-type-members ctype))))
(t
(multiple-value-bind (subtypep certainly)
(csubtypep ctype (specifier-type 'real))
(float (if (zerop m)
(push m ms)
(push (ctype-of m) numbers)))
- (number (push (ctype-of m) numbers))
+ (real (push (ctype-of m) numbers))
(t (push m ms))))
(apply #'type-union
(if ms
((type= type (specifier-type 'bignum)) 'bignum)
((type= type (specifier-type 'simple-string)) 'simple-string)
((type= type (specifier-type 'string)) 'string)
+ ((type= type (specifier-type 'complex)) 'complex)
(t `(or ,@(mapcar #'type-specifier (union-type-types type))))))
;;; Two union types are equal if they are each subtypes of each
(type-specifier (array-type-specialized-element-type
(specifier-type `(array ,spec))))))
+(defun sb!xc:upgraded-complex-part-type (spec &optional environment)
+ #!+sb-doc
+ "Return the element type of the most specialized COMPLEX number type that
+ can hold parts of type SPEC."
+ (declare (ignore environment))
+ (if (unknown-type-p (specifier-type spec))
+ (error "undefined type: ~S" spec)
+ (let ((ctype (specifier-type `(complex ,spec))))
+ (cond
+ ((eq ctype *empty-type*) '(eql 0))
+ ((csubtypep ctype (specifier-type '(complex single-float)))
+ 'single-float)
+ ((csubtypep ctype (specifier-type '(complex double-float)))
+ 'double-float)
+ #!+long-float
+ ((csubtypep ctype (specifier-type '(complex long-float)))
+ 'long-float)
+ ((csubtypep ctype (specifier-type '(complex rational)))
+ 'rational)
+ (t 'real)))))
+
;;; Return the most specific integer type that can be quickly checked that
;;; includes the given type.
(defun containing-integer-type (subtype)
(dotimes (i 100)
(let ((x (make-array 0 :element-type `(unsigned-byte ,(1+ i)))))
(eval `(typep ,x (class-of ,x)))))
+
+(assert (not (typep #c(1 2) '(member #c(2 1)))))
+(assert (typep #c(1 2) '(member #c(1 2))))
+(assert (subtypep 'nil '(complex nil)))
+(assert (subtypep '(complex nil) 'nil))
+(assert (subtypep 'nil '(complex (eql 0))))
+(assert (subtypep '(complex (eql 0)) 'nil))
+(assert (subtypep 'nil '(complex (integer 0 0))))
+(assert (subtypep '(complex (integer 0 0)) 'nil))
+(assert (subtypep 'nil '(complex (rational 0 0))))
+(assert (subtypep '(complex (rational 0 0)) 'nil))
+(assert (subtypep 'complex '(complex real)))
+(assert (subtypep '(complex real) 'complex))
+(assert (subtypep '(complex (eql 1)) '(complex (member 1 2))))
+(assert (equal (multiple-value-list
+ (subtypep '(complex (integer 1 2))
+ '(member #c(1 1) #c(1 2) #c(2 1) #c(2 2))))
+ '(nil t)))