builds a new simpler nim by aggregating consecutive breakpoints whose
images are wihin a distance of
tol (for each component independently)
In the simplification process, a breakpoint is assimilated to a d dimensional point for a nim with dimension d (in other words, the x part of the breakpoint is not taken into account). This is the case for all nim simplification functions that end with a _t.
It reduces successive vertices that are clustered too closely to a single vertex, called a key. The resulting keys form the simplified polyline. This process is illustrated below:
See also @align_breakpoints, @sample and the nim simplification functions: @simplify_radial_distance_t, @simplify_radial_distance_v, @simplify_lang_v, @filter_median_t, @filter_min_t, @filter_max_t, @window_filter_t
See also Nim Related Functions @aggregate, @align_breakpoints, @dim, @filter_max_t, @filter_median_t, @filter_min_t, @integrate, @linearize, @max_key, @max_val, @min, @min_key, @min_val, @projection, @push_back, @push_front, @sample, @simplify_lang_v, @simplify_radial_distance_t, @simplify_radial_distance_v, @window_filter_t