Replace tabulations by spaces

CExA-project · Jan 2, 2025 · 6ba1cfe · 6ba1cfe
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commit 6ba1cfe
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Showing 3 changed files with 21 additions and 43 deletions.
diff --git a/include/ddc/kernels/splines/constant_extrapolation_rule.hpp b/include/ddc/kernels/splines/constant_extrapolation_rule.hpp
@@ -37,18 +37,15 @@ struct ConstantExtrapolationRule<DimI>
      *
      * The boundary value will be the same as at the coordinate eval_pos given.
      *
-     * @param[in] eval_pos
-     * 			Coordinate inside the domain where we will evaluate each points outside the domain.
+     * @param[in] eval_pos Coordinate inside the domain where we will evaluate each points outside the domain.
      */
     explicit ConstantExtrapolationRule(ddc::Coordinate<DimI> eval_pos) : m_eval_pos(eval_pos) {}
 
     /**
      * @brief Get the value of the function on B-splines at a coordinate outside the domain.
      *
-     * @param[in] pos
-     * 			The coordinate where we want to evaluate the function on B-splines.
-     * @param[in] spline_coef
-     *			The coefficients of the function on B-splines.
+     * @param[in] pos The coordinate where we want to evaluate the function on B-splines.
+     * @param[in] spline_coef The coefficients of the function on B-splines.
      *
      * @return A double with the value of the function on B-splines evaluated at the coordinate.
      */
@@ -99,13 +96,9 @@ struct ConstantExtrapolationRule<DimI, DimNI>
      * dimension off-interest (the complementary dimension of the boundary condition),
      * because the evaluator can receive coordinates outside the domain in both dimension.
      *
-     * @param[in] eval_pos
-     * 			Coordinate in the dimension given inside the domain where we will evaluate
-     * 			each points outside the domain.
-     * @param[in] eval_pos_not_interest_min
-     * 			The minimum coordinate inside the domain on the complementary dimension of the boundary condition.
-     * @param[in] eval_pos_not_interest_max
-     * 			The maximum coordinate inside the domain on the complementary dimension of the boundary condition.
+     * @param[in] eval_pos Coordinate in the dimension given inside the domain where we will evaluate each points outside the domain.
+     * @param[in] eval_pos_not_interest_min The minimum coordinate inside the domain on the complementary dimension of the boundary condition.
+     * @param[in] eval_pos_not_interest_max The maximum coordinate inside the domain on the complementary dimension of the boundary condition.
      */
     explicit ConstantExtrapolationRule(
             ddc::Coordinate<DimI> eval_pos,
@@ -125,9 +118,7 @@ struct ConstantExtrapolationRule<DimI, DimNI>
      * No second and third parameters are needed in case of periodic splines on the
      * dimension off-interest (the complementary dimension of the boundary condition).
      *
-     * @param[in] eval_pos
-     * 			Coordinate in the dimension given inside the domain where we will evaluate
-     * 			each points outside the domain.
+     * @param[in] eval_pos Coordinate in the dimension given inside the domain where we will evaluate each points outside the domain.
      */
     template <class DimNI_sfinae = DimNI, std::enable_if_t<DimNI_sfinae::PERIODIC, int> = 0>
     explicit ConstantExtrapolationRule(ddc::Coordinate<DimI> eval_pos)
@@ -147,10 +138,8 @@ struct ConstantExtrapolationRule<DimI, DimNI>
      * (if ddc::Coordinate<DimNI>(coord_extrap) @f$ < @f$ eval_pos_not_interest_min) or
      * at eval_pos_not_interest_max (if ddc::Coordinate<DimNI>(coord_extrap) @f$ > @f$ eval_pos_not_interest_max).
      *
-     * @param[in] coord_extrap
-     * 			The coordinates where we want to evaluate the function on B-splines
-     * @param[in] spline_coef
-     *			The coefficients of the function on B-splines.
+     * @param[in] coord_extrap The coordinates where we want to evaluate the function on B-splines
+     * @param[in] spline_coef The coefficients of the function on B-splines.
      *
      *@return A double with the value of the function on B-splines evaluated at the coordinate.
      */

diff --git a/include/ddc/kernels/splines/spline_builder.hpp b/include/ddc/kernels/splines/spline_builder.hpp
@@ -587,11 +587,10 @@ void SplineBuilder<
 {
     // Special case: linear spline
     // No need for matrix assembly
-    // (desactivated)
-    /*
-    if constexpr (bsplines_type::degree() == 1)
-        return;
-	*/
+    // (disabled)
+    // if constexpr (bsplines_type::degree() == 1) {
+    //     return;
+    // }
 
     if constexpr (Solver == ddc::SplineSolver::LAPACK) {
         int upper_band_width;

diff --git a/include/ddc/kernels/splines/spline_evaluator_2d.hpp b/include/ddc/kernels/splines/spline_evaluator_2d.hpp
@@ -1087,14 +1087,10 @@ class SplineEvaluator2D
      * This function firstly deals with the boundary conditions and calls the SplineEvaluator2D::eval_no_bc function
      * to evaluate.
      *
-     * @param[in] coord_eval
-     * 			The 2D coordinate where we want to evaluate.
-     * @param[in] spline_coef
-     * 			The B-splines coefficients of the function we want to evaluate.
-     * @param[out] vals1
-     * 			A ChunkSpan with the not-null values of each function of the spline in the first dimension.
-     * @param[out] vals2
-     * 			A ChunkSpan with the not-null values of each function of the spline in the second dimension.
+     * @param[in] coord_eval The 2D coordinate where we want to evaluate.
+     * @param[in] spline_coef The B-splines coefficients of the function we want to evaluate.
+     * @param[out] vals1 A ChunkSpan with the not-null values of each function of the spline in the first dimension.
+     * @param[out] vals2 A ChunkSpan with the not-null values of each function of the spline in the second dimension.
      *
      * @return A double with the value of the function at the coordinate given.
      *
@@ -1156,16 +1152,10 @@ class SplineEvaluator2D
     /**
      * @brief Evaluate the function or its derivative at the coordinate given.
      *
-     * @param[in] coord_eval
-     * 			The coordinate where we want to evaluate.
-     * @param[in] splne_coef
-     * 			The B-splines coefficients of the function we want to evaluate.
-     * @tparam EvalType1
-     * 			A flag indicating if we evaluate the function or its derivative in the first dimension.
-     * 			The type of this object is either `eval_type` or `eval_deriv_type`.
-     * @tparam EvalType2
-     * 			A flag indicating if we evaluate the function or its derivative in the second dimension.
-     *          The type of this object is either `eval_type` or `eval_deriv_type`.
+     * @param[in] coord_eval The coordinate where we want to evaluate.
+     * @param[in] splne_coef The B-splines coefficients of the function we want to evaluate.
+     * @tparam EvalType1 A flag indicating if we evaluate the function or its derivative in the first dimension. The type of this object is either `eval_type` or `eval_deriv_type`.
+     * @tparam EvalType2 A flag indicating if we evaluate the function or its derivative in the second dimension. The type of this object is either `eval_type` or `eval_deriv_type`.
      */
     template <class EvalType1, class EvalType2, class Layout, class... CoordsDims>
     KOKKOS_INLINE_FUNCTION double eval_no_bc(