partition

Partitons of interval products based on rectilinear grids.

A partition of a set is a finite collection of nonempty, pairwise disjoint subsets whose union is the original set. The partitions considered here are based on hypercubes, i.e. the tensor products of partitions of intervals.

Classes

RectPartition(intv_prod, grid)

Rectangular partition by hypercubes based on RectGrid.

Functions

nonuniform_partition(\*coord_vecs, \*\*kwargs)	Return a partition with un-equally sized cells.
uniform_partition([min_pt, max_pt, shape, …])	Return a partition with equally sized cells.
uniform_partition_fromgrid(grid[, min_pt, …])	Return a partition of an interval product based on a given grid.
uniform_partition_fromintv(intv_prod, shape)	Return a partition of an interval product into equally sized cells.