\name{layout} \alias{circle.layout} \alias{circleLayout} \alias{kamada.kawai.spring.layout} \alias{kamadaKawaiSpringLayout} \alias{fruchtermanReingoldForceDirectedLayout} \alias{gursoyAtunLayout} \alias{randomGraphLayout} \title{Layout an undirected graph in 2D} \description{Layout an undirected graph in 2D} \usage{ circleLayout(g, radius=1) kamadaKawaiSpringLayout( g, edge_or_side=1, es_length=1 ) fruchtermanReingoldForceDirectedLayout(g, width=1, height=1) randomGraphLayout(g, minX=0, maxX=1, minY=0, maxY=1) } \arguments{ \item{g}{an instance of the \code{graph} class with \code{edgemode} \dQuote{undirected}} \item{radius}{radius of a regular n-polygon} \item{edge_or_side}{boolean indicating the length is for an edge or for a side, default is for an edge } \item{es_length}{the length of an edge or a side for layout } \item{width}{the width of the dislay area, all x coordinates fall in [-width/2, width/2]} \item{height}{the height of the display area, all y coordinates fall in [-height/2, height/2]} \item{minX}{minimum x coordinate} \item{maxX}{maximum x coordinate} \item{minY}{minimum y coordinate} \item{maxY}{maximum y coordinate} } \details{ If you want to simply draw a graph, you should consider using package \emph{Rgraphviz}. The layout options in package \emph{Rgraphviz}: \code{neato}, \code{circo} and \code{fdp}, correspond to \code{kamadaKawaiSpringLayout}, \code{circleLayout} and \code{fruchtermanReingoldForceDirectedLayout}, respectively. Function \code{circleLayout} layouts the graph with the vertices at the points of a regular n-polygon. The distance from the center of the polygon to each point is determined by the \code{radius} parameter. Function \code{kamadaKawaiSpringLayout} provides Kamada-Kawai spring layout for connected, undirected graphs. User provides either the unit length e of an edge in the layout or the length of a side s of the display area. Function \code{randomGraphLayout} places the points of the graph at random locations. Function \code{fruchtermanReingoldForceDirectedLayout} performs layout of unweighted, undirected graphs. It's a force-directed algorithm. The BGL implementation doesn't handle disconnected graphs very well, since it doesn't explicitly give each connected component a region proportional to its size. %Function \code{gursoyAtunLayout} performs layout by distributing vertices %within a topology. It's based on self-organized maps. See documentation on this function in Boost Graph Library for more details. } \value{ A (2 x n) matrix, where n is the number of nodes in the graph, each column gives the (x, y)-coordinates for the corresponding node. } \references{ Boost Graph Library ( www.boost.org/libs/graph/doc/index.html ) The Boost Graph Library: User Guide and Reference Manual; by Jeremy G. Siek, Lie-Quan Lee, and Andrew Lumsdaine; (Addison-Wesley, Pearson Education Inc., 2002), xxiv+321pp. ISBN 0-201-72914-8 } \author{Li Long