NodeColor

num.variable

(vector) - number of stages associated with each variable.

num.situation

(vector) - it identifies the number of edges that emanate from situations in each level.

num.category

list with two components:<ul>
<li>numeric - score associated with a level</li>
<li>list of vectors - stage structure</li>
</ul>

stage.structure

(numeric) - it chooses the palette. If 1, it is used a 8-color palette.
If 2, it is used a 501-color palette.

range.color

This function yields the node colors.

Create and learn Chain Event Graph (CEG) models using a Bayesian
framework. It provides us with a Hierarchical Agglomerative algorithm to
search the CEG model space.
The package also includes several facilities for visualisations of the
objects associated with a CEG. The CEG class can represent a range of
relational data types, and supports arbitrary vertex, edge and graph
attributes. A Chain Event Graph is a tree-based graphical model that
provides a powerful graphical interface through which domain experts can
easily translate a process into sequences of observed events using plain
language. CEGs have been a useful class of graphical model especially to
capture context-specific conditional independences. References: Collazo R,
Gorgen C, Smith J. Chain Event Graph. CRC Press, ISBN 9781498729604, 2018
(forthcoming); and Barday LM, Collazo RA, Smith JQ, Thwaites PA, Nicholson AE.
The Dynamic Chain Event Graph. Electronic Journal of Statistics, 9 (2) 2130-2169
<doi:10.1214/15-EJS1068>.

NodeColor: NodeColor

Description

Usage

Arguments

Value