ClassPDEplot

Data

Vector of class identifiers. Can be integers or NaN's, need not be consecutive nor positive

Optional: the sequence of colors used, Default: DefaultColorSequence

ColorSequence

Optional: the plot symbols used (theoretisch nicht notwendig, da erst wichtig, wenn mehr als 562 Cluster)

ColorSymbSequence

Optional: add a legent to plot (default == 1)

PlotLegend

Optional: Use the same PDE kernels and radii for all distributions (default == 0)

SameKernelsAndRadius

xlim

ylim

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PDEplot the data for allclasses, weight the Plot with priors

A collection of various visualizations methods is provided. In the case of exploratory data analysis, 'DataVisualizations' makes it possible to inspect the distribution of each feature of a dataset visually through the combination of four methods. One of these methods is the Pareto density estimation (PDE) of the probability density function (pdf). The visualizations of the distribution of distances using PDE, the scatter-density plot using PDE for two variables, the Shepard density plot as well as the Bland-Altman plot are presented here. With regards to classified high-dimensional data several visualizations are presented, e.g. the heat map and silhouette plot. For a classification of countries, a map of the world or Germany can be visualized. More detailed explanations can be found in the book of Thrun, M.C.:"Projection-Based Clustering through Self-Organization and Swarm Intelligence" (2018) <DOI:10.1007/978-3-658-20540-9>. Furthermore, for categorical features the ABC analysis improved Pie charts, slope charts and fan plots are usable. Additionally, for measurements across a geographic area an easy to use function for a Choropleth map is presented here. The flagship of this package is the mirrored density plot (MD-plot) which is a PDE-optimized violin plot for either classified or non-classified, univariate or multivariate data. The MD-plot is an alternative for the box-and-whisker diagram (box plot) and bean plot.

ClassPDEplot: PDE Plot for all classes

Description

Usage

Arguments

Value