X-Git-Url: http://repo.macrolet.net/gitweb/?a=blobdiff_plain;f=src%2Fcode%2Flate-type.lisp;h=eec991e1d58e043951e5ff913801126af9b138fd;hb=ec6d4bd97d9adc6f4003747d8ca92fad7766ccfd;hp=b3c07fd3605cf4e742c26d5897995d96f097f3c6;hpb=be9eb6c67b5f43a095c3de17bea945c309d662e4;p=sbcl.git diff --git a/src/code/late-type.lisp b/src/code/late-type.lisp index b3c07fd..eec991e 100644 --- a/src/code/late-type.lisp +++ b/src/code/late-type.lisp @@ -131,10 +131,10 @@ ;;; the description of a &KEY argument (defstruct (key-info #-sb-xc-host (:pure t) (:copier nil)) - ;; the key (not necessarily a keyword in ANSI) - (name (required-argument) :type symbol) + ;; the key (not necessarily a keyword in ANSI Common Lisp) + (name (missing-arg) :type symbol) ;; the type of the argument value - (type (required-argument) :type ctype)) + (type (missing-arg) :type ctype)) (!define-type-method (values :simple-subtypep :complex-subtypep-arg1) (type1 type2) @@ -229,12 +229,12 @@ (!define-type-class constant :inherits values) (!define-type-method (constant :unparse) (type) - `(constant-argument ,(type-specifier (constant-type-type type)))) + `(constant-arg ,(type-specifier (constant-type-type type)))) (!define-type-method (constant :simple-=) (type1 type2) (type= (constant-type-type type1) (constant-type-type type2))) -(!def-type-translator constant-argument (type) +(!def-type-translator constant-arg (type) (make-constant-type :type (specifier-type type))) ;;; Given a LAMBDA-LIST-like values type specification and an ARGS-TYPE @@ -381,12 +381,12 @@ (defun fixed-values-op (types1 types2 rest2 operation) (declare (list types1 types2) (type ctype rest2) (type function operation)) (let ((exact t)) - (values (mapcar #'(lambda (t1 t2) - (multiple-value-bind (res win) - (funcall operation t1 t2) - (unless win - (setq exact nil)) - res)) + (values (mapcar (lambda (t1 t2) + (multiple-value-bind (res win) + (funcall operation t1 t2) + (unless win + (setq exact nil)) + res)) types1 (append types2 (make-list (- (length types1) (length types2)) @@ -1714,8 +1714,8 @@ ;; See whether dimensions are compatible. (cond ((not (or (eq dims1 '*) (eq dims2 '*) (and (= (length dims1) (length dims2)) - (every #'(lambda (x y) - (or (eq x '*) (eq y '*) (= x y))) + (every (lambda (x y) + (or (eq x '*) (eq y '*) (= x y))) dims1 dims2)))) (values nil t)) ;; See whether complexpness is compatible.