X-Git-Url: http://repo.macrolet.net/gitweb/?a=blobdiff_plain;f=OPTIMIZATIONS;h=51fcb32f0e2a426469ae07f97796e3b2d1685a19;hb=ba02429b75951fc407be01c44fdcb01ff2908707;hp=fd575d63bbcdd97b552691c1eb9af3afce902c9f;hpb=58084279740fc96c6ffcd14e86dca73b71b7c288;p=sbcl.git

diff --git a/OPTIMIZATIONS b/OPTIMIZATIONS
index fd575d6..51fcb32 100644
--- a/OPTIMIZATIONS
+++ b/OPTIMIZATIONS
@@ -62,11 +62,6 @@ VOP DATA-VECTOR-SET/SIMPLE-STRING V2!14[EDI] t32[EAX] t30[S2]>t33[CL]
 
 * And why two moves?
 --------------------------------------------------------------------------------
-#5
-(loop repeat 1.5)
-
-uses generic arithmetic
---------------------------------------------------------------------------------
 #6
 09:49:05 <jtra> I have found a case in those where suboptimal code is
   generate with nested loops, it might be moderately easy to fix that
@@ -95,21 +90,14 @@ uses generic arithmetic
                 (incf x)))))))
    (format t "~A~%" x)))
 --------------------------------------------------------------------------------
-#7
-(defun foo (x)
-  (declare (optimize speed (debug 0)))
-  (if (< x 0) x (foo (1- x))))
-
-SBCL generates a full call of FOO (but CMUCL does not).
---------------------------------------------------------------------------------
 #8
 (defun foo (d)
   (declare (optimize (speed 3) (safety 0) (debug 0)))
   (declare (type (double-float 0d0 1d0) d))
   (loop for i fixnum from 1 to 5
-     for x1 double-float = (sin d) ;;; !!!
-     do (loop for j fixnum from 1 to 4
-             sum x1 double-float)))
+        for x1 double-float = (sin d) ;;; !!!
+        do (loop for j fixnum from 1 to 4
+                 sum x1 double-float)))
 
 Without the marked declaration Python will use boxed representation for X1.
 
@@ -163,3 +151,8 @@ tests lowtag.
 FAST-+/FIXNUM and similar should accept unboxed arguments in interests
 of representation selection. Problem: inter-TN dependencies.
 --------------------------------------------------------------------------------
+#14
+The derived type of (/ (THE (DOUBLE-FLOAT (0D0)) X) (THE (DOUBLE-FLOAT
+1D0) Y)) is (DOUBLE-FLOAT 0.0d0). While it might be reasonable, it is
+better to derive (DOUBLE-FLOAT (-0.0d0)).
+--------------------------------------------------------------------------------