+
+290: Alpha floating point and denormalized traps
+ In SBCL 0.8.3.6x on the alpha, we work around what appears to be a
+ hardware or kernel deficiency: the status of the enable/disable
+ denormalized-float traps bit seems to be ambiguous; by the time we
+ get to os_restore_fp_control after a trap, denormalized traps seem
+ to be enabled. Since we don't want a trap every time someone uses a
+ denormalized float, in general, we mask out that bit when we restore
+ the control word; however, this clobbers any change the user might
+ have made.
+
+296:
+ (reported by Adam Warner, sbcl-devel 2003-09-23)
+
+ The --load toplevel argument does not perform any sanitization of its
+ argument. As a result, files with Lisp pathname pattern characters
+ (#\* or #\?, for instance) or quotation marks can cause the system
+ to perform arbitrary behaviour.
+
+297:
+ LOOP with non-constant arithmetic step clauses suffers from overzealous
+ type constraint: code of the form
+ (loop for d of-type double-float from 0d0 to 10d0 by x collect d)
+ compiles to a type restriction on X of (AND DOUBLE-FLOAT (REAL
+ (0))). However, an integral value of X should be legal, because
+ successive adds of integers to double-floats produces double-floats,
+ so none of the type restrictions in the code is violated.
+
+298: (aka PFD MISC.183)
+ Compiler fails on
+
+ (defun foo ()
+ (multiple-value-call #'bar
+ (ext)
+ (catch 'tag (return-from foo (int)))))
+
+ This program violates "unknown values LVAR stack discipline": if INT
+ returns, values returned by (EXT) must be removed from under that of
+ (INT).
+
+299: (aka PFD MISC.186)
+ * (defun foo ()
+ (declare (optimize (debug 1)))
+ (multiple-value-call #'list
+ (if (eval t) (eval '(values :a :b :c)) nil) ; (*)
+ (catch 'foo (throw 'foo (values :x :y)))))
+ FOO
+ * (foo)
+ (:X :Y)
+
+ Operator THROW is represented with a call of a not returning funny
+ function %THROW, unknown values stack after the call is empty, so
+ the unknown values LVAR (*) is considered to be dead after the call
+ and, thus, before it and is popped by the stack analysis.