Constructs a cotangent weight function.
Constructs a cotangent weight function. w_ij = 0.5 * ( cot(alpha_ij) + cot(beta_ij) )
Cotangent weight between two vertices x_i and x_j in a triangulated mesh is the sum of the cotangent of opposing angles alpha_1 and alpha_2. Consider the two triangles: .-------------------. x_i - alpha_ij - - - - - - - - - - - - - - - - beta_ij - x_j .-------------------.
: Mesh used to calculate cotangent weights.
DenseMatrix[Double]
Constructs a weight function which is the heat kernel value k(x1,x2) = exp(- ||x1-x2||2 / diffusionDistance2 )
Constructs a Laplace-Beltrami matrix from a given weight function where its rows and columns correspond to the PointIds of the given triangulation.
(Since version ) see corresponding Javadoc for more information.
Construct a discrete Lapalace-Beltrami operators from different types of weights.