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Fix more conversion warnings

This commit is contained in:
Simon Giraudot 2021-04-13 10:18:06 +02:00
parent 7d716c0be7
commit c9a331ec19
3 changed files with 6 additions and 6 deletions
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2
Principal_component_analysis/include/CGAL/linear_least_squares_fitting_circles_2.h
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@ -241,7 +241,7 @@ linear_least_squares_fitting_2(InputIterator first,
// isotropic case (infinite number of directions)
// by default: assemble a line that goes through
// the centroid and with a default horizontal vector.
line = Line(c, Vector(1.0, 0.0));
line = Line(c, Vector(FT(1), FT(0)));
return (FT)0.0;
}
} // end linear_least_squares_fitting_2 for circle set with 1D tag

4
Principal_component_analysis/include/CGAL/linear_least_squares_fitting_rectangles_2.h
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@ -101,8 +101,8 @@ linear_least_squares_fitting_2(InputIterator first,
transformation = area * transformation * moment * LA::transpose(transformation);
// Translate the 2nd order moment to the center of the rectangle.
FT xav0 = (x1-x0)/2.0;
FT yav0 = (y2-y0)/2.0;
FT xav0 = (x1-x0)/FT(2);
FT yav0 = (y2-y0)/FT(2);
// and add to covariance matrix
covariance[0] += transformation[0][0] + area * (x0*xav0*2 + x0*x0);
covariance[1] += transformation[0][1] + area * (x0*yav0 + xav0*y0 + x0*y0);

6
Principal_component_analysis/include/CGAL/linear_least_squares_fitting_triangles_2.h
View File

@ -88,7 +88,7 @@ linear_least_squares_fitting_2(InputIterator first,
t[1].y() - y0, t[2].y() - y0};
Matrix transformation = init_matrix<FT>(2,delta);
FT area = 0.5 * CGAL::abs(LA::determinant(transformation));
FT area = FT(0.5) * CGAL::abs(LA::determinant(transformation));
CGAL_assertion(area!=0);
// Find the 2nd order moment for the triangle wrt to the origin by an affine transformation.
@ -97,8 +97,8 @@ linear_least_squares_fitting_2(InputIterator first,
transformation = 2 * area * transformation * moment * LA::transpose(transformation);
// Translate the 2nd order moment to (x0,y0).
FT xav0 = (delta[0]+delta[1])/3.0;
FT yav0 = (delta[2]+delta[3])/3.0;
FT xav0 = (delta[0]+delta[1])/FT(3);
FT yav0 = (delta[2]+delta[3])/FT(3);
// and add to the covariance matrix
covariance[0] += transformation[0][0] + area * (x0*xav0*2 + x0*x0);