Normalize CM headers

Remove non-ascii characters from cmtl.h. Convert all line-endings to unix format.
intel · Nov 18, 2020 · 7749ab9 · 7749ab9
1 parent 34ef8bd
commit 7749ab9
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Showing 3 changed files with 11,660 additions and 11,660 deletions.
diff --git a/cmfe/lib/Headers/cm/include/cm/cm_vs2013.h b/cmfe/lib/Headers/cm/include/cm/cm_vs2013.h
@@ -22,21 +22,21 @@
  OTHER DEALINGS IN THE SOFTWARE.
 ======================= end_copyright_notice ==================================*/
 
-#ifndef CM_VS2013_H
-#define CM_VS2013_H
-
-#if _MSC_VER >= 1800
-// Workaround for VS2013 type traits  - these are not supported by icl
-// so we force them all to false here to allow them to appear without
-// compiler errors being generated.
-// Note: They should not be used as they are not actually implemented!
-#define __is_nothrow_assignable(X,...) (false)
-#define __is_nothrow_constructible(X,...) (false)
-#define __is_nothrow_destructible(X,...) (false)
-#define __is_constructible(X,...) (false)
-#define __is_destructible(X,...) (false)
-#define __is_trivially_assignable(X,...) (false)
-#define __is_trivially_constructible(X,...) (false)
-#endif
-
-#endif /* CM_VS2013_H */
+#ifndef CM_VS2013_H
+#define CM_VS2013_H
+
+#if _MSC_VER >= 1800
+// Workaround for VS2013 type traits  - these are not supported by icl
+// so we force them all to false here to allow them to appear without
+// compiler errors being generated.
+// Note: They should not be used as they are not actually implemented!
+#define __is_nothrow_assignable(X,...) (false)
+#define __is_nothrow_constructible(X,...) (false)
+#define __is_nothrow_destructible(X,...) (false)
+#define __is_constructible(X,...) (false)
+#define __is_destructible(X,...) (false)
+#define __is_trivially_assignable(X,...) (false)
+#define __is_trivially_constructible(X,...) (false)
+#endif
+
+#endif /* CM_VS2013_H */
diff --git a/cmfe/lib/Headers/cm/include/cm/cmtl.h b/cmfe/lib/Headers/cm/include/cm/cmtl.h
@@ -2420,8 +2420,8 @@ CM_INLINE vector<float, N> cm_tanh_cody_waite_impl(vector<float, N> x)
  *
  * rational polynomial for single precision = x + x * (g * (p(1) * g + p(0)) / (g + q(0))
  * g = x^2
- * p0 = −0.82377 28127 E+00
- * p1 = −0.38310 10665 E-02
+ * p0 = -0.82377 28127 E+00
+ * p1 = -0.38310 10665 E-02
  * q0 = 0.24713 19654 E+01
  * q1 = 1.00000 00000 E+00
  *