[Numpy-svn] r6039 - trunk/doc/neps

numpy-svn at scipy.org numpy-svn at scipy.org
Sun Nov 16 04:00:45 EST 2008


Author: jarrod.millman
Date: 2008-11-16 03:00:44 -0600 (Sun, 16 Nov 2008)
New Revision: 6039

Modified:
   trunk/doc/neps/generalized-ufuncs.rst
Log:
fixed table


Modified: trunk/doc/neps/generalized-ufuncs.rst
===================================================================
--- trunk/doc/neps/generalized-ufuncs.rst	2008-11-16 08:49:17 UTC (rev 6038)
+++ trunk/doc/neps/generalized-ufuncs.rst	2008-11-16 09:00:44 UTC (rev 6039)
@@ -123,15 +123,20 @@
 
 Here are some examples of signatures:
 
++-------------+--------------------------+-----------------------------------+
+| add         | ``"(),()->()"``          |                                   |
++-------------+--------------------------+-----------------------------------+
+| inner1d     | ``"(i),(i)->()"``        |                                   |
++-------------+--------------------------+-----------------------------------+
+| sum1d       | ``"(i)->()"``            |                                   |
++-------------+--------------------------+-----------------------------------+
+| dot2d       | ``"(m,n),(n,p)->(m,p)"`` | matrix multiplication             |
++-------------+--------------------------+-----------------------------------+
+| outer_inner | ``"(i,t),(j,t)->(i,j)"`` | inner over the last dimension,    |
+|             |                          | outer over the second to last,    |
+|             |                          | and loop/broadcast over the rest. |
++-------------+--------------------------+-----------------------------------+
 
-  || add         || `"(),()->()"`           || ||
-  || inner1d     || `"(i),(i)->()"`         || ||
-  || sum1d       || `"(i)->()"`             || ||
-  || dot2d       || `"(m,n),(n,p)->(m,p)"`  || (matrix multiplication) ||
-  || outer_inner || `"(i,t),(j,t)->(i,j)"`  || (inner over the last dimension, outer over the second to last, and loop/broadcast over the rest.) ||
-
-
-
 C-API for implementing Elementary Functions
 -------------------------------------------
 




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