X-Git-Url: http://repo.macrolet.net/gitweb/?a=blobdiff_plain;f=tests%2Ftype.pure.lisp;h=919d7053e0172941c55cb5bf3a8ca78817b9e135;hb=9bdd2579f980573a74daabe03120ed64b1733b11;hp=1e0b27a442ce824178fe7365643a32426d65c268;hpb=281e26e9e1142c343211fdc0ac65d7d3c62f2612;p=sbcl.git diff --git a/tests/type.pure.lisp b/tests/type.pure.lisp index 1e0b27a..919d705 100644 --- a/tests/type.pure.lisp +++ b/tests/type.pure.lisp @@ -396,3 +396,47 @@ ACTUAL ~D DERIVED ~D~%" (let ((bignum1 (+ 12 most-positive-fixnum)) (bignum2 (- (+ 15 most-positive-fixnum) 3))) (assert (eval `(typep ,bignum1 '(member ,bignum2)))))) + +(with-test (:name :opt+rest+key-canonicalization) + (let ((type '(function (&optional t &rest t &key (:x t) (:y t)) *))) + (assert (equal type (sb-kernel:type-specifier (sb-kernel:specifier-type type)))))) + +(with-test (:name :bug-369) + (let ((types (mapcar #'sb-c::values-specifier-type + '((values (vector package) &optional) + (values (vector package) &rest t) + (values (vector hash-table) &rest t) + (values (vector hash-table) &optional) + (values t &optional) + (values t &rest t) + (values nil &optional) + (values nil &rest t) + (values sequence &optional) + (values sequence &rest t) + (values list &optional) + (values list &rest t))))) + (dolist (x types) + (dolist (y types) + (let ((i (sb-c::values-type-intersection x y))) + (assert (sb-c::type= i (sb-c::values-type-intersection i x))) + (assert (sb-c::type= i (sb-c::values-type-intersection i y)))))))) + +(with-test (:name :bug-485972) + (assert (equal (multiple-value-list (subtypep 'symbol 'keyword)) '(nil t))) + (assert (equal (multiple-value-list (subtypep 'keyword 'symbol)) '(t t)))) + +;; WARNING: this test case would fail by recursing into the stack's guard page. +(with-test (:name :bug-883498) + (sb-kernel:specifier-type + `(or (INTEGER -2 -2) + (AND (SATISFIES FOO) (RATIONAL -3/2 -3/2))))) + +;; The infinite recursion mentioned in the previous test was caused by an +;; attempt to get the following right. +(with-test (:name :quirky-integer-rational-union) + (assert (subtypep `(or (integer * -1) + (and (rational * -1/2) (not integer))) + `(rational * -1/2))) + (assert (subtypep `(rational * -1/2) + `(or (integer * -1) + (and (rational * -1/2) (not integer))))))