FLA_blas_to_upper.h

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00001 /*
00002    libflame
00003    An object-based infrastructure for developing high-performance
00004    dense linear algebra libraries.
00005 
00006    Copyright (C) 2009, The University of Texas
00007 
00008    libflame is free software; you can redistribute it and/or modify
00009    it under the terms of the GNU Lesser General Public License as
00010    published by the Free Software Foundation; either version 2.1 of
00011    the License, or (at your option) any later version.
00012 
00013    libflame is distributed in the hope that it will be useful, but
00014    WITHOUT ANY WARRANTY; without even the implied warranty of
00015    MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
00016    Lesser General Public License for more details.
00017 
00018    You should have received a copy of the GNU Lesser General Public
00019    License along with libflame; if you did not receive a copy, see
00020    http://www.gnu.org/licenses/.
00021 
00022    For more information, please contact us at flame@cs.utexas.edu or
00023    send mail to:
00024 
00025    Field G. Van Zee and/or
00026    Robert A. van de Geijn
00027    The University of Texas at Austin
00028    Department of Computer Sciences
00029    1 University Station C0500
00030    Austin TX 78712
00031 */
00032 
00033 #define caxpy CAXPY
00034 #define ccopy CCOPY
00035 #define cdotc CDOTC
00036 #define cdotu CDOTU
00037 #define cgemm CGEMM
00038 #define cgemv CGEMV
00039 #define cgerc CGERC
00040 #define cgeru CGERU
00041 #define chemm CHEMM
00042 #define chemv CHEMV
00043 #define cher CHER
00044 #define cher2 CHER2
00045 #define cher2k CHER2K
00046 #define cherk CHERK
00047 #define cscal CSCAL
00048 #define csscal CSSCAL
00049 #define cswap CSWAP
00050 #define csymm CSYMM
00051 #define csyr2k CSYR2K
00052 #define csyrk CSYRK
00053 #define ctrmm CTRMM
00054 #define ctrmv CTRMV
00055 #define ctrsm CTRSM
00056 #define ctrsv CTRSV
00057 #define dasum DASUM
00058 #define daxpy DAXPY
00059 #define dcopy DCOPY
00060 #define ddot DDOT
00061 #define dgemm DGEMM
00062 #define dgemv DGEMV
00063 #define dger DGER
00064 #define dnrm2 DNRM2
00065 #define dscal DSCAL
00066 #define dswap DSWAP
00067 #define dsymm DSYMM
00068 #define dsymv DSYMV
00069 #define dsyr DSYR
00070 #define dsyr2 DSYR2
00071 #define dsyr2k DSYR2K
00072 #define dsyrk DSYRK
00073 #define dtrmm DTRMM
00074 #define dtrmv DTRMV
00075 #define dtrsm DTRSM
00076 #define dtrsv DTRSV
00077 #define dzasum DZASUM
00078 #define dznrm2 DZNRM2
00079 #define icamax ICAMAX
00080 #define idamax IDAMAX
00081 #define isamax ISAMAX
00082 #define izamax IZAMAX
00083 #define sasum SASUM
00084 #define saxpy SAXPY
00085 #define scasum SCASUM
00086 #define scnrm2 SCNRM2
00087 #define scopy SCOPY
00088 #define sdot SDOT
00089 #define sgemm SGEMM
00090 #define sgemv SGEMV
00091 #define sger SGER
00092 #define snrm2 SNRM2
00093 #define sscal SSCAL
00094 #define sswap SSWAP
00095 #define ssymm SSYMM
00096 #define ssymv SSYMV
00097 #define ssyr SSYR
00098 #define ssyr2 SSYR2
00099 #define ssyr2k SSYR2K
00100 #define ssyrk SSYRK
00101 #define strmm STRMM
00102 #define strmv STRMV
00103 #define strsm STRSM
00104 #define strsv STRSV
00105 #define zaxpy ZAXPY
00106 #define zcopy ZCOPY
00107 #define zdotc ZDOTC
00108 #define zdotu ZDOTU
00109 #define zdscal ZDSCAL
00110 #define zgemm ZGEMM
00111 #define zgemv ZGEMV
00112 #define zgerc ZGERC
00113 #define zgeru ZGERU
00114 #define zhemm ZHEMM
00115 #define zhemv ZHEMV
00116 #define zher ZHER
00117 #define zher2 ZHER2
00118 #define zher2k ZHER2K
00119 #define zherk ZHERK
00120 #define zscal ZSCAL
00121 #define zswap ZSWAP
00122 #define zsymm ZSYMM
00123 #define zsyr2k ZSYR2K
00124 #define zsyrk ZSYRK
00125 #define ztrmm ZTRMM
00126 #define ztrmv ZTRMV
00127 #define ztrsm ZTRSM
00128 #define ztrsv ZTRSV

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