[oneMath][BLAS] Deprecate 'gemmt' and rename it to 'gemmtr' (#667)

Author: dnhsieh-intel

source/elements/oneMath/source/domains/blas/blas-level-3-routines.rst

@@ -24,6 +24,9 @@ BLAS Level 3 Routines
            -     Description     
          * -     :ref:`onemath_blas_gemm`
            -     Computes a matrix-matrix product with general matrices.   
+         * -     :ref:`onemath_blas_gemmtr`
+           -     Computes a matrix-matrix product with general matrices, but updates
+                 only the upper or lower triangular part of the result matrix.
          * -     :ref:`onemath_blas_hemm`
            -     Computes a matrix-matrix product where one input matrix is Hermitian and one is general.   
          * -     :ref:`onemath_blas_herk`
@@ -47,6 +50,7 @@ BLAS Level 3 Routines
     :hidden:
 
     gemm
+    gemmtr
     hemm
     herk
     her2k

source/elements/oneMath/source/domains/blas/blas-like-extensions.rst

@@ -32,8 +32,10 @@ BLAS-like Extensions
            -     Computes groups of matrix-matrix products with general matrices.   
          * -     :ref:`onemath_blas_trsm_batch`
            -     Solves a triangular matrix equation for a group of matrices.   
-         * -     :ref:`onemath_blas_gemmt`
-           -     Computes a matrix-matrix product with general matrices, but updates
+         * -     :ref:`onemath_blas_gemmt` (deprecated)
+           -     **gemmt has been deprecated. Use level 3** :ref:`onemath_blas_gemmtr` **instead.**
+
+                 Computes a matrix-matrix product with general matrices, but updates
                  only the upper or lower triangular part of the result matrix.
          * -     :ref:`onemath_blas_gemm_bias`
            -     Computes a matrix-matrix product using general integer matrices with bias

source/elements/oneMath/source/domains/blas/gemmt.rst

@@ -7,6 +7,8 @@
 gemmt
 =====
 
+.. warning:: gemmt has been deprecated. Use level 3 :ref:`onemath_blas_gemmtr` instead.
+
 Computes a matrix-matrix product with general matrices, but updates
 only the upper or lower triangular part of the result matrix.