# dist.minmax: Min-Max Distance (aka Ruzicka Distance) In stylo: Stylometric Multivariate Analyses

## Description

Function for computing a similarity measure bewteen two (or more) vectors. Some scholars (Kestemont et at., 2016) claim that it works well when applied to authorship attribution problems.

## Usage

 `1` ```dist.minmax(x) ```

## Arguments

 `x` a matrix or data table containing at least 2 rows and 2 cols, the samples (texts) to be compared in rows, the variables in columns.

## Value

The function returns an object of the class `dist`, containing distances between each pair of samples. To convert it to a square matrix instead, use the generic function `as.dist`.

Maciej Eder

## References

Kestemont, M., Stover, J., Koppel, M., Karsdorp, F. and Daelemans, W. (2016). Authenticating the writings of Julius Caesar. Expert Systems With Applications, 63: 86-96.

`stylo`, `classify`, `dist`, `as.dist`, `dist.cosine`
 ``` 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16``` ```# first, preparing a table of word frequencies Iuvenalis_1 = c(3.939, 0.635, 1.143, 0.762, 0.423) Iuvenalis_2 = c(3.733, 0.822, 1.066, 0.933, 0.511) Tibullus_1 = c(2.835, 1.302, 0.804, 0.862, 0.881) Tibullus_2 = c(2.911, 0.436, 0.400, 0.946, 0.618) Tibullus_3 = c(1.893, 1.082, 0.991, 0.879, 1.487) dataset = rbind(Iuvenalis_1, Iuvenalis_2, Tibullus_1, Tibullus_2, Tibullus_3) colnames(dataset) = c("et", "non", "in", "est", "nec") # the table of frequencies looks as follows print(dataset) # then, applying a distance, in two flavors dist.minmax(dataset) as.matrix(dist.minmax(dataset)) ```