[linalg.syn] Remove unnecessary line breaks

Author: tkoeppe

source/numerics.tex

@@ -11078,52 +11078,44 @@
   template<@\exposconcept{inout-object}@ InOutObj1, @\exposconcept{inout-object}@ InOutObj2>
     void swap_elements(InOutObj1 x, InOutObj2 y);
   template<class ExecutionPolicy, @\exposconcept{inout-object}@ InOutObj1, @\exposconcept{inout-object}@ InOutObj2>
-    void swap_elements(ExecutionPolicy&& exec,
-                       InOutObj1 x, InOutObj2 y);
+    void swap_elements(ExecutionPolicy&& exec, InOutObj1 x, InOutObj2 y);
 
   // \ref{linalg.algs.blas1.scal}, multiply elements by scalar
   template<class Scalar, @\exposconcept{inout-object}@ InOutObj>
     void scale(Scalar alpha, InOutObj x);
   template<class ExecutionPolicy, class Scalar, @\exposconcept{inout-object}@ InOutObj>
-    void scale(ExecutionPolicy&& exec,
-               Scalar alpha, InOutObj x);
+    void scale(ExecutionPolicy&& exec, Scalar alpha, InOutObj x);
 
   // \ref{linalg.algs.blas1.copy}, copy elements
   template<@\exposconcept{in-object}@ InObj, @\exposconcept{out-object}@ OutObj>
     void copy(InObj x, OutObj y);
   template<class ExecutionPolicy, @\exposconcept{in-object}@ InObj, @\exposconcept{out-object}@ OutObj>
-    void copy(ExecutionPolicy&& exec,
-              InObj x, OutObj y);
+    void copy(ExecutionPolicy&& exec, InObj x, OutObj y);
 
   // \ref{linalg.algs.blas1.add}, add elementwise
   template<@\exposconcept{in-object}@ InObj1, @\exposconcept{in-object}@ InObj2, @\exposconcept{out-object}@ OutObj>
     void add(InObj1 x, InObj2 y, OutObj z);
   template<class ExecutionPolicy, @\exposconcept{in-object}@ InObj1, @\exposconcept{in-object}@ InObj2, @\exposconcept{out-object}@ OutObj>
-    void add(ExecutionPolicy&& exec,
-             InObj1 x, InObj2 y, OutObj z);
+    void add(ExecutionPolicy&& exec, InObj1 x, InObj2 y, OutObj z);
 
   // \ref{linalg.algs.blas1.dot}, dot product of two vectors
   template<@\exposconcept{in-vector}@ InVec1, @\exposconcept{in-vector}@ InVec2, class Scalar>
     Scalar dot(InVec1 v1, InVec2 v2, Scalar init);
   template<class ExecutionPolicy, @\exposconcept{in-vector}@ InVec1, @\exposconcept{in-vector}@ InVec2, class Scalar>
-    Scalar dot(ExecutionPolicy&& exec,
-               InVec1 v1, InVec2 v2, Scalar init);
+    Scalar dot(ExecutionPolicy&& exec, InVec1 v1, InVec2 v2, Scalar init);
   template<@\exposconcept{in-vector}@ InVec1, @\exposconcept{in-vector}@ InVec2>
     auto dot(InVec1 v1, InVec2 v2);
   template<class ExecutionPolicy, @\exposconcept{in-vector}@ InVec1, @\exposconcept{in-vector}@ InVec2>
-    auto dot(ExecutionPolicy&& exec,
-             InVec1 v1, InVec2 v2);
+    auto dot(ExecutionPolicy&& exec, InVec1 v1, InVec2 v2);
 
   template<@\exposconcept{in-vector}@ InVec1, @\exposconcept{in-vector}@ InVec2, class Scalar>
     Scalar dotc(InVec1 v1, InVec2 v2, Scalar init);
   template<class ExecutionPolicy, @\exposconcept{in-vector}@ InVec1, @\exposconcept{in-vector}@ InVec2, class Scalar>
-    Scalar dotc(ExecutionPolicy&& exec,
-                InVec1 v1, InVec2 v2, Scalar init);
+    Scalar dotc(ExecutionPolicy&& exec, InVec1 v1, InVec2 v2, Scalar init);
   template<@\exposconcept{in-vector}@ InVec1, @\exposconcept{in-vector}@ InVec2>
     auto dotc(InVec1 v1, InVec2 v2);
   template<class ExecutionPolicy, @\exposconcept{in-vector}@ InVec1, @\exposconcept{in-vector}@ InVec2>
-    auto dotc(ExecutionPolicy&& exec,
-              InVec1 v1, InVec2 v2);
+    auto dotc(ExecutionPolicy&& exec, InVec1 v1, InVec2 v2);
 
   // \ref{linalg.algs.blas1.ssq}, scaled sum of squares of a vector's elements
   template<class Scalar>
@@ -11201,14 +11193,12 @@
   template<@\exposconcept{in-matrix}@ InMat, @\exposconcept{in-vector}@ InVec, @\exposconcept{out-vector}@ OutVec>
     void matrix_vector_product(InMat A, InVec x, OutVec y);
   template<class ExecutionPolicy, @\exposconcept{in-matrix}@ InMat, @\exposconcept{in-vector}@ InVec, @\exposconcept{out-vector}@ OutVec>
-    void matrix_vector_product(ExecutionPolicy&& exec,
-                               InMat A, InVec x, OutVec y);
+    void matrix_vector_product(ExecutionPolicy&& exec, InMat A, InVec x, OutVec y);
   template<@\exposconcept{in-matrix}@ InMat, @\exposconcept{in-vector}@ InVec1, @\exposconcept{in-vector}@ InVec2, @\exposconcept{out-vector}@ OutVec>
     void matrix_vector_product(InMat A, InVec1 x, InVec2 y, OutVec z);
   template<class ExecutionPolicy,
            @\exposconcept{in-matrix}@ InMat, @\exposconcept{in-vector}@ InVec1, @\exposconcept{in-vector}@ InVec2, @\exposconcept{out-vector}@ OutVec>
-    void matrix_vector_product(ExecutionPolicy&& exec,
-                               InMat A, InVec1 x, InVec2 y, OutVec z);
+    void matrix_vector_product(ExecutionPolicy&& exec, InMat A, InVec1 x, InVec2 y, OutVec z);
 
   // \ref{linalg.algs.blas2.symv}, symmetric matrix-vector product
   template<@\exposconcept{in-matrix}@ InMat, class Triangle, @\exposconcept{in-vector}@ InVec, @\exposconcept{out-vector}@ OutVec>
@@ -11247,14 +11237,14 @@
   // Overwriting triangular matrix-vector product
   template<@\exposconcept{in-matrix}@ InMat, class Triangle, class DiagonalStorage, @\exposconcept{in-vector}@ InVec,
            @\exposconcept{out-vector}@ OutVec>
-    void triangular_matrix_vector_product(InMat A, Triangle t, DiagonalStorage d, InVec x,
-                                          OutVec y);
+    void triangular_matrix_vector_product(InMat A, Triangle t, DiagonalStorage d,
+                                          InVec x, OutVec y);
   template<class ExecutionPolicy,
            @\exposconcept{in-matrix}@ InMat, class Triangle, class DiagonalStorage, @\exposconcept{in-vector}@ InVec,
            @\exposconcept{out-vector}@ OutVec>
     void triangular_matrix_vector_product(ExecutionPolicy&& exec,
-                                          InMat A, Triangle t, DiagonalStorage d, InVec x,
-                                          OutVec y);
+                                          InMat A, Triangle t, DiagonalStorage d,
+                                          InVec x, OutVec y);
 
   // In-place triangular matrix-vector product
   template<@\exposconcept{in-matrix}@ InMat, class Triangle, class DiagonalStorage, @\exposconcept{inout-vector}@ InOutVec>
@@ -11318,14 +11308,12 @@
   template<@\exposconcept{in-vector}@ InVec1, @\exposconcept{in-vector}@ InVec2, @\exposconcept{inout-matrix}@ InOutMat>
     void matrix_rank_1_update(InVec1 x, InVec2 y, InOutMat A);
   template<class ExecutionPolicy, @\exposconcept{in-vector}@ InVec1, @\exposconcept{in-vector}@ InVec2, @\exposconcept{inout-matrix}@ InOutMat>
-    void matrix_rank_1_update(ExecutionPolicy&& exec,
-                              InVec1 x, InVec2 y, InOutMat A);
+    void matrix_rank_1_update(ExecutionPolicy&& exec, InVec1 x, InVec2 y, InOutMat A);
 
   template<@\exposconcept{in-vector}@ InVec1, @\exposconcept{in-vector}@ InVec2, @\exposconcept{inout-matrix}@ InOutMat>
     void matrix_rank_1_update_c(InVec1 x, InVec2 y, InOutMat A);
   template<class ExecutionPolicy, @\exposconcept{in-vector}@ InVec1, @\exposconcept{in-vector}@ InVec2, @\exposconcept{inout-matrix}@ InOutMat>
-    void matrix_rank_1_update_c(ExecutionPolicy&& exec,
-                                InVec1 x, InVec2 y, InOutMat A);
+    void matrix_rank_1_update_c(ExecutionPolicy&& exec, InVec1 x, InVec2 y, InOutMat A);
 
   // \ref{linalg.algs.blas2.symherrank1}, symmetric or Hermitian rank-1 matrix update
   template<class Scalar, @\exposconcept{in-vector}@ InVec, @\exposconcept{possibly-packed-inout-matrix}@ InOutMat, class Triangle>
@@ -11338,8 +11326,7 @@
     void symmetric_matrix_rank_1_update(InVec x, InOutMat A, Triangle t);
   template<class ExecutionPolicy,
            @\exposconcept{in-vector}@ InVec, @\exposconcept{possibly-packed-inout-matrix}@ InOutMat, class Triangle>
-    void symmetric_matrix_rank_1_update(ExecutionPolicy&& exec,
-                                        InVec x, InOutMat A, Triangle t);
+    void symmetric_matrix_rank_1_update(ExecutionPolicy&& exec, InVec x, InOutMat A, Triangle t);
 
   template<class Scalar, @\exposconcept{in-vector}@ InVec, @\exposconcept{possibly-packed-inout-matrix}@ InOutMat, class Triangle>
     void hermitian_matrix_rank_1_update(Scalar alpha, InVec x, InOutMat A, Triangle t);
@@ -11351,8 +11338,7 @@
     void hermitian_matrix_rank_1_update(InVec x, InOutMat A, Triangle t);
   template<class ExecutionPolicy,
            @\exposconcept{in-vector}@ InVec, @\exposconcept{possibly-packed-inout-matrix}@ InOutMat, class Triangle>
-    void hermitian_matrix_rank_1_update(ExecutionPolicy&& exec,
-                                        InVec x, InOutMat A, Triangle t);
+    void hermitian_matrix_rank_1_update(ExecutionPolicy&& exec, InVec x, InOutMat A, Triangle t);
 
   // \ref{linalg.algs.blas2.rank2}, symmetric and Hermitian rank-2 matrix updates