| linear_interpolate_kdtree | R Documentation | 
This method uses inverse distance weight interpolation within a triangle. First, the face of the mesh that the query_coordinate falls into is determined. Then results in 3 vertices with respective per-vertex data, and a query coordinate. We then compute the distance to all 3 vertices, and perform inverse distance weight interpolation with a beta setting defined by parameter iwd_beta.
linear_interpolate_kdtree( query_coordinates, mesh, pervertex_data, iwd_beta = 2, ... )
query_coordinates | 
 nx3 numerical matrix of x,y,z coordinates. These are typically the vertex positions of a second (spherical!) mesh for that you need per-vertex data (e.g., the   | 
mesh | 
 fs.surface instance, see   | 
pervertex_data | 
 numerical vector, the continuous per-vertex data for the vertices of the mesh.  | 
iwd_beta | 
 scalar double, the   | 
... | 
 ignore, passed on to internal function   | 
named list with entries: 'interp_values', the numerical vector of interpolated data at the query_coordinates. 'nearest_vertex_in_face' the nearest vertex in the face that the respective query coordinate falls into, 'nearest_face' the index of the nearest face that the respective query coordinate falls into.
The mesh must be spherical, and the query_coordinates must also be located on the mesh sphere.
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