from enum import Enum from operator import add class EdgeRule(Enum): IGNORE_MISSING_NEIGHBORS_OF_EDGE_CELLS = 0 IGNORE_EDGE_CELLS = 1 FIRST_AND_LAST_CELL_OF_DIMENSION_ARE_NEIGHBORS = 2 class Neighborhood: def __init__(self, neighbours_relative: list, edge_rule: EdgeRule): """ Defines a neighborhood for cells. :param neighbours_relative: List of relative coordinates of cells neighbours. :param edge_rule: EdgeRule to define, how cells on the edge of the grid will be handled. """ self._rel_neighbors = neighbours_relative self.edge_rule = edge_rule self.grid_dimensions = [] def calculate_cell_neighbor_coordinates(self, cell_coordinate, grid_dimensions): """ Get a list of coordinates for the cell neighbors. The EdgeRule can reduce the returned neighbor count. :param cell_coordinate: The coordinate of the cell to get the neighbors :param grid_dimensions: The dimensions of the grid, to apply edge the rule. :return: """ self.grid_dimensions = grid_dimensions return list(self._neighbours_generator(cell_coordinate)) def _neighbours_generator(self, cell_coordinate): if not self._does_ignore_edge_cell_rule_apply(cell_coordinate): for rel_n in self._rel_neighbors: yield from self._calculate_abs_neighbour_and_decide_validity(cell_coordinate, rel_n) def _calculate_abs_neighbour_and_decide_validity(self, cell_coordinate, rel_n): n = list(map(add, rel_n, cell_coordinate)) n_folded = self._apply_edge_overflow(n) if n == n_folded or self.edge_rule == EdgeRule.FIRST_AND_LAST_CELL_OF_DIMENSION_ARE_NEIGHBORS: yield n_folded def _does_ignore_edge_cell_rule_apply(self, coordinate): return self.edge_rule == EdgeRule.IGNORE_EDGE_CELLS and self._is_coordinate_on_an_edge(coordinate) def _is_coordinate_on_an_edge(self, coordinate): return all(0 == ci or ci == di-1 for ci, di in zip(coordinate, self.grid_dimensions)) def _apply_edge_overflow(self, n): return list(map(lambda ni, di: (ni + di) % di, n, self.grid_dimensions)) class MooreNeighborhood(Neighborhood): def __init__(self, edge_rule: EdgeRule = EdgeRule.IGNORE_EDGE_CELLS): super().__init__([[-1, -1], [0, -1], [1, -1], [-1, 0], [1, 0], [-1, 1], [0, 1], [1, 1]], edge_rule)