cost_path_slotting_cpp function

(C++) Least Cost Path for Sequence Slotting

(C++) Least Cost Path for Sequence Slotting

Computes a least-cost matrix from a distance matrix. This version differs from cost_path_orthogonal_cpp() in the way it solves ties. In the case of a tie, cost_path_orthogonal_cpp() uses the first neighbor satisfying the minimum distance condition, while this function selects the neighbor that changes the axis of movement within the least-cost matrix. This function is not used anywhere within the package, but was left here for future reference.

cost_path_slotting_cpp(dist_matrix, cost_matrix)

Arguments

  • dist_matrix: (required, numeric matrix). Distance matrix between two time series.
  • cost_matrix: (required, numeric matrix). Least-cost matrix generated from dist_matrix.

Returns

data frame

Examples

#simulate two time series x <- zoo_simulate(seed = 1) y <- zoo_simulate(seed = 2) #distance matrix dist_matrix <- distance_matrix_cpp( x = x, y = y, distance = "euclidean" ) #least cost matrix cost_matrix <- cost_matrix_orthogonal_cpp( dist_matrix = dist_matrix ) #least cost path cost_path <- cost_path_slotting_cpp( dist_matrix = dist_matrix, cost_matrix = cost_matrix ) cost_path

See Also

Other Rcpp_cost_path: cost_path_cpp(), cost_path_diagonal_bandwidth_cpp(), cost_path_diagonal_cpp(), cost_path_orthogonal_bandwidth_cpp(), cost_path_orthogonal_cpp(), cost_path_sum_cpp(), cost_path_trim_cpp()

  • Maintainer: Blas M. Benito
  • License: MIT + file LICENSE
  • Last published: 2025-02-01