[Gsll-devel] unicode in rng-types.lisp

[Leo]

Hello,

SBCL failed to start because of file rng-types.lisp contains some non
ascii names. I am using 1.0.34 on linux.

These default coding systems were tried to encode text
in the buffer `rng-types.lisp':
  (us-ascii-unix (9359 . 252))
However, each of them encountered characters it couldn't encode:
  us-ascii-unix cannot encode these: ü

Click on a character (or switch to this window by `C-x o'
and select the characters by RET) to jump to the place it appears,
where `C-u C-x =' will give information about it.

Leo


diff --git a/random/rng-types.lisp b/random/rng-types.lisp
index cc3b83e..7dc12dd 100644
--- a/random/rng-types.lisp
+++ b/random/rng-types.lisp
@@ -182,7 +182,7 @@
 
 (def-rng-type +ranlux+			; FDL
     "The ranlux generator is an implementation of the original
-    algorithm developed by Lüscher.  It uses a
+    algorithm developed by Luscher.  It uses a
     lagged-fibonacci-with-skipping algorithm to produce ``luxury random
     numbers''.  It is a 24-bit generator, originally designed for
     single-precision IEEE floating point numbers.  This implementation is
@@ -192,23 +192,23 @@
     The period of the generator is about
     10^171.  The algorithm has mathematically proven properties and
     it can provide truly decorrelated numbers at a known level of
-    randomness.  The default level of decorrelation recommended by Lüscher
+    randomness.  The default level of decorrelation recommended by Luscher
     is provided by this generator, while *ranlux389*
     gives the highest level of randomness, with all 24 bits decorrelated.
     Both types of generator use 24 words of state per generator.
     For more information see,
-    M. Lüscher, ``A portable high-quality random number generator for
+    M. Luscher, ``A portable high-quality random number generator for
     lattice field theory calculations'', Computer Physics
     Communications, 79 (1994) 100--110.
     F. James, ``RANLUX: A Fortran implementation of the high-quality
-    pseudo-random number generator of Lüscher'', Computer Physics
+    pseudo-random number generator of Luscher'', Computer Physics
     Communications, 79 (1994) 111--114.")
 
 (def-rng-type +ranlux389+)
 
 (def-rng-type +ranlxs0+
     "This generator is a second-generation version of the
-    *ranlux* algorithm of Lüscher, which produces ``luxury random
+    *ranlux* algorithm of Luscher, which produces ``luxury random
     numbers''.  This generator provides single precision output (24 bits) at
     three luxury levels *ranlxs0*, *ranlxs1* and *ranlxs2*.
     It uses double-precision floating point arithmetic internally and can be

-- 
CCL-USER> (if you fail to plan (plan to fail))