knitr::opts_chunk$set( collapse = TRUE, comment = "#>" )
library(disPack)
x = matrix(c(1, 2, 4, 3, 0, -4, 5, 0.1, 7), 3, 3) a = rnorm(10) b = rnorm(10)
Evaluate Euclidean distance on matrix with 3 points with 3 dimensions.
euclidean(x)
Add weight component and return as dist object.
euclidean(x, w = 0.5, output = "dist")
Evaluate Euclidean distance between two points with dimension 10 with weight 0.5
euclidean(a, b, w = 0.5)
Evaluate Manhattan distance on matrix with 3 points with 3 dimensions.
manhattan(x)
Evaluate Manhattan distance between two points with dimension 10 with return of a dist object
euclidean(a, b, output = "dist")
Evaluate Minkowski distance with one more parameters, p(required) and w (optional)
minkowski(x, p = 3)
minkowski(a, b, p = 0.5, w = 2)
Cosine, correlation, Chebyshev, and Chi-square distance are used in the same way as Manhattan. Here are some examples:
cos_dis(x)
corr_dis(x)
chebyshev(a, b)
chiSq_dis(x)
Distance data is from: https://people.sc.fsu.edu/~jburkardt/datasets/cities/wg22_xy.txt
data <- read.table("../dataset/wg22_xy.txt", quote="\"") data <- as.matrix(data) dimnames(data) <- NULL name_list <- c("Aachen", "Augsburg", "Braunschweig", "Bremen", "Essen", "Freiburg", "Hamburg", "Hof", "Karlsruhe", "Kassel", "Kiel", "Koeln", "Mannheim", "Muenchen", "Nuernberg", "Passau", "Regensburg", "Saarbruecken", "Wuerzburg", "Bielefeld", "Luebeck","Muenster")
euclidean_dist = euclidean(data)
row.names(euclidean_dist) <- name_list colnames(euclidean_dist) <- name_list
heatmap(euclidean_dist, Rowv = NA, Colv = NA, scale = "none")
cosine_dist = cos_dis(data)
row.names(cosine_dist) <- name_list colnames(cosine_dist) <- name_list
heatmap(cosine_dist, Rowv = NA, Colv = NA, scale = "none")
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