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scipy.cluster._hierarchy__reduce____module____dictoffset____vectorcalloffset____weaklistoffset__func_doc__doc__func_name__name____qualname__func_dict__dict__func_globals__globals__func_closure__closure__func_code__code__func_defaults__defaults____kwdefaults____annotations___is_coroutinescipy.cluster._hierarchy.Heapconst intconst doubleVUUVUUUUU0VUUUUUUUUUUUUUUUUUUUUUUUUUVVUUU V0VUUUUUUUVUUV,t r r r r r r r r r r r r r r r r r r r r r r r r r r r r r r r r r r r r r r r r r r r r r r r r r r r r r r r r r r r r r rDt r rt r r r r rss r rs r rtfsrs r r~s r r r r r r r r r r r r rsPts rss8tNs r rZs r r r=r t r=rqppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppfqppqpppppBqNqppZqpppppppppppppppppppppqrqpppppvppp*qpppdp6qpdptslrlrtslrlrlrlrlrlt\tlrlr\tlrlrLtLtLtlrlrlrlrlrlrlrlrlrlrlrlrlrlrlrlrtststlrtvtlt\tlrlr\tlrlrlrtsLtlrtssppspppppssppspp t tspppppppppppppppps;uspssssppspppsspsqppqppppp|slspp\spp\s\s\sppppppppppppppppqqspss|slspp\spppq\spqvu`t`t`t`t`t`t`t`t`tFu`t`tFu`t`t`t`t`t`t`t`t`t`t`t`t`t`t`t`t`t`tFu[u`t`t`t`t`t`tt`t`t`t`t`t`t`t`t`t`t`t`t`t`t`t`t`tv`tvOu[utOu`tt`t`t`t`t`ttt`t`tt`t`tt`tt`t`tv`t`t`t`t`t.v`t`t`tOu`t`t`tttt`ttttt`t`tt`t`t`ttt`tw`t`t`t`tu`t`t`t`tutbM8,i1U1@1+1110mR\RJR5R Rfeeeeyyyry]yHyp5555}5h5 Y Vc G _ @9V1 *0F$P$c T TC  m  1 3 -c sB  cc P>! #!  0__pyx_fatalerror Perform a pre-order traversal on the linkage tree and get a list of ids of the leaves. Parameters ---------- Z : ndarray The linkage matrix. members : ndarray The array to store the result. Note that this input array will be modified in-place. n : int The number of observations. Perform hierarchy clustering using MST algorithm for single linkage. Parameters ---------- dists : ndarray A condensed matrix stores the pairwise distances of the observations. n : int The number of observations. Returns ------- Z : ndarray, shape (n - 1, 4) Computed linkage matrix. Perform hierarchy clustering using nearest-neighbor chain algorithm. Parameters ---------- dists : ndarray A condensed matrix stores the pairwise distances of the observations. n : int The number of observations. method : int The linkage method. 0: single 1: complete 2: average 3: centroid 4: median 5: ward 6: weighted Returns ------- Z : ndarray, shape (n - 1, 4) Computed linkage matrix. Perform hierarchy clustering. It implements "Generic Clustering Algorithm" from [1]. The worst case time complexity is O(N^3), but the best case time complexity is O(N^2) and it usually works quite close to the best case. Parameters ---------- dists : ndarray A condensed matrix stores the pairwise distances of the observations. n : int The number of observations. method : int The linkage method. 0: single 1: complete 2: average 3: centroid 4: median 5: ward 6: weighted Returns ------- Z : ndarray, shape (n - 1, 4) Computed linkage matrix. References ---------- .. [1] Daniel Mullner, "Modern hierarchical, agglomerative clustering algorithms", :arXiv:`1109.2378v1`. Perform hierarchy clustering. Parameters ---------- dists : ndarray A condensed matrix stores the pairwise distances of the observations. n : int The number of observations. method : int The linkage method. 0: single 1: complete 2: average 3: centroid 4: median 5: ward 6: weighted Returns ------- Z : ndarray, shape (n - 1, 4) Computed linkage matrix. Find the leader (root) of each flat cluster. Parameters ---------- Z : ndarray The linkage matrix. T : ndarray The flat clusters assignment returned by `fcluster` or `fclusterdata`. L, M : ndarray `L` and `M` store the result (i.e., these inputs are modified in-place). The leader of flat cluster ``L[i]`` is node ``M[i]``. nc : int The number of flat clusters. n : int The number of observations. Returns ------- err_node : int Found that `T` is invalid when examining node `err_node`. `-1` indicates success. Calculate the inconsistency statistics. Parameters ---------- Z : ndarray The linkage matrix. R : ndarray A (n - 1) x 4 matrix to store the result (hence this input array is modified in-place). The inconsistency statistics ``R[i]`` are calculated over `d` levels below cluster ``i``. ``R[i, 0]`` is the mean of distances. ``R[i, 1]`` is the standard deviation of distances. ``R[i, 2]`` is the number of clusters included. ``R[i, 3]`` is the inconsistency coefficient. .. math:: \frac{\mathtt{Z[i,2]}-\mathtt{R[i,0]}} {R[i,1]} n : int The number of observations. d : int The number of levels included in calculation below a node. Get the maximum inconsistency coefficient for each non-singleton cluster. Parameters ---------- Z : ndarray The linkage matrix. MD : ndarray The array to store the result (hence this input array gets modified in-place). n : int The number of observations. Get the maximum statistic for each non-singleton cluster. For the i'th non-singleton cluster, max_rfs[i] = max{R[j, rf] j is a descendent of i}. Parameters ---------- Z : ndarray The linkage matrix. R : ndarray The R matrix. max_rfs : ndarray The array to store the result. Note that this input arrays gets modified in-place. n : int The number of observations. rf : int Indicate which column of `R` is used. Calculate the cophenetic distances between each observation Parameters ---------- Z : ndarray The linkage matrix. d : ndarray The condensed matrix to store the cophenetic distances. n : int The number of observations. Form flat clusters by monocrit criterion. Parameters ---------- Z : ndarray The linkage matrix. MC : ndarray The monotonic criterion array. T : ndarray The array to store the cluster numbers. The i'th observation belongs to cluster ``T[i]``. cutoff : double Clusters are formed when the MC values are less than or equal to `cutoff`. n : int The number of observations. Form flat clusters by maxclust_monocrit criterion. Parameters ---------- Z : ndarray The linkage matrix. MC : ndarray The monotonic criterion array. T : ndarray The array to store the cluster numbers. The i'th observation belongs to cluster ``T[i]``. n : int The number of observations. max_nc : int The maximum number of clusters. Form flat clusters by maxclust criterion. Parameters ---------- Z : ndarray The linkage matrix. T : ndarray The array to store the cluster numbers. The i'th observation belongs to cluster ``T[i]``. n : int The number of observations. mc : int The maximum number of clusters. Form flat clusters by inconsistent criterion. Parameters ---------- Z : ndarray The linkage matrix. R : ndarray The inconsistent matrix. T : ndarray The array to store the cluster numbers. The i'th observation belongs to cluster ``T[i]``. cutoff : double Clusters are formed when the inconsistent values are less than or or equal to `cutoff`. n : int The number of observations. Form flat clusters by distance criterion. Parameters ---------- Z : ndarray The linkage matrix. T : ndarray The array to store the cluster numbers. The i'th observation belongs to cluster ``T[i]``. cutoff : double Clusters are formed when distances are less than or equal to `cutoff`. n : int The number of observations. Calculate the size of each cluster. The result is the fourth column of the linkage matrix. Parameters ---------- Z : ndarray The linkage matrix. The fourth column can be empty. cs : ndarray The array to store the sizes. n : ndarray The number of observations. 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