fix dot

Author: 9il

source/mir/glas/l1.d

@@ -10,8 +10,8 @@ The Level 1 GLAS perform vector and vector-vector operations.
 $(BOOKTABLE $(H2 Vector-vector operations),
 $(T2 rot, apply Givens rotation)
 $(T2 axpy, constant times a vector plus a vector)
-$(T2 dot, dot product, conjugating the first vector)
-$(T2 dotu, dot product)
+$(T2 dot, dot product)
+$(T2 dotc, dot product, conjugating the first vector)
 )
 
 $(BOOKTABLE $(H2 Vector operations),
@@ -295,7 +295,7 @@ F dot(F, size_t N, R1, R2)(Slice!(N, R1) x, Slice!(N, R2) y)
     {
         assert(x.shape == y.shape, "constraints: x and y must have equal shapes");
         pragma(inline, false);
-        return ndReduce!(_fmuladdc, Yes.vectorized)(F(0), x, y);
+        return ndReduce!(_fmuladd, Yes.vectorized)(F(0), x, y);
     }
 }
 
@@ -338,7 +338,7 @@ unittest
     assert(dot!real(x, y) == 5 + 12 + 21); // 80-bit FP for x86 CPUs
 }
 
-/// CDOTC, ZDOTC
+/// CDOTU, ZDOTU
 unittest
 {
     import mir.ndslice.slice: slice;
@@ -349,10 +349,9 @@ unittest
     auto y = slice!cd(2);
     x[] = [cd(0, 1), cd(2, 3)];
     y[] = [cd(4, 5), cd(6, 7)];
-    assert(dot(x, y) == cd(0, -1) * cd(4, 5) + cd(2, -3) * cd(6, 7));
+    assert(dot(x, y) == cd(0, 1) * cd(4, 5) + cd(2, 3) * cd(6, 7));
 }
 
-
 /++
 Forms the dot product of two complex vectors.
 Uses unrolled loops for strides equal to one.
@@ -363,28 +362,28 @@ Params:
     y = second n-dimensional tensor
 BLAS: CDOTU, ZDOTU
 +/
-F dotu(F, size_t N, R1, R2)(Slice!(N, R1) x, Slice!(N, R2) y)
+F dotc(F, size_t N, R1, R2)(Slice!(N, R1) x, Slice!(N, R2) y)
     if (isComplex!(DeepElementType!(typeof(x))) && isComplex!(DeepElementType!(typeof(y))))
 {
     static if (allSatisfy!(_shouldBeCastedToUnqual, R1, R2))
     {
-        return .dotu!F(cast(Slice!(N, Unqual!R1))x, cast(Slice!(N, Unqual!R2))y);
+        return .dotc!F(cast(Slice!(N, Unqual!R1))x, cast(Slice!(N, Unqual!R2))y);
     }
     else
     {
         assert(x.shape == y.shape, "constraints: x and y must have equal shapes");
         pragma(inline, false);
-        return ndReduce!(_fmuladd, Yes.vectorized)(F(0), x, y);
+        return ndReduce!(_fmuladdc, Yes.vectorized)(F(0), x, y);
     }
 }
 
 /// ditto
-auto dotu(size_t N, R1, R2)(Slice!(N, R1) x, Slice!(N, R2) y)
+auto dotc(size_t N, R1, R2)(Slice!(N, R1) x, Slice!(N, R2) y)
 {
-    return .dotu!(Unqual!(typeof(x[x.shape.init] * y[y.shape.init])))(x, y);
+    return .dotc!(Unqual!(typeof(x[x.shape.init] * y[y.shape.init])))(x, y);
 }
 
-/// CDOTU, ZDOTU
+/// CDOTC, ZDOTC
 unittest
 {
     import mir.ndslice.slice: slice;
@@ -395,7 +394,7 @@ unittest
     auto y = slice!cd(2);
     x[] = [cd(0, 1), cd(2, 3)];
     y[] = [cd(4, 5), cd(6, 7)];
-    assert(dotu(x, y) == cd(0, 1) * cd(4, 5) + cd(2, 3) * cd(6, 7));
+    assert(dotc(x, y) == cd(0, -1) * cd(4, 5) + cd(2, -3) * cd(6, 7));
 }
 
 /++