Re: [R] How to plot more than 3 sets in Venn Diagrams?

2005-06-10 Thread Jim Lemon
Tan Hui Hui Jenny wrote: I'm trying to plot Venn diagrams with more than 3 sets (5 actually) in order to describe graphically the genetic variation between populations. I tried the limma library but realised it can only plot 3 sets. Is there any solution? Of course I could plot the chart

Re: [R] How to plot more than 3 sets in Venn Diagrams?

2005-06-10 Thread Charles Geyer
Message: 23 Date: Thu, 9 Jun 2005 09:53:02 -0500 From: [EMAIL PROTECTED] Subject: RE: [R] How to plot more than 3 sets in Venn Diagrams? To: Tan Hui Hui Jenny [EMAIL PROTECTED], r-help@stat.math.ethz.ch Message-ID: [EMAIL PROTECTED] Content-Type: text/plain; charset=us

Re: [R] How to plot more than 3 sets in Venn Diagrams?

2005-06-10 Thread David Forrest
On Fri, 10 Jun 2005, Jim Lemon wrote: Tan Hui Hui Jenny wrote: I'm trying to plot Venn diagrams with more than 3 sets (5 actually) in order to describe graphically the genetic variation between populations. I tried the limma library but realised it can only plot 3 sets. Is there any

RE: [R] How to plot more than 3 sets in Venn Diagrams?

2005-06-09 Thread davidr
and sold, but I can't remember the person's name right now.) HTH David L. Reiner -Original Message- From: [EMAIL PROTECTED] [mailto:[EMAIL PROTECTED] On Behalf Of Tan Hui Hui Jenny Sent: Wednesday, June 08, 2005 7:16 PM To: r-help@stat.math.ethz.ch Subject: [R] How to plot more than 3 sets

[R] How to plot more than 3 sets in Venn Diagrams?

2005-06-08 Thread Tan Hui Hui Jenny
I'm trying to plot Venn diagrams with more than 3 sets (5 actually) in order to describe graphically the genetic variation between populations. I tried the limma library but realised it can only plot 3 sets. Is there any solution? Of course I could plot the chart manually but it'll take too

Re: [R] How to plot more than 3 sets in Venn Diagrams?

2005-06-08 Thread Gabor Grothendieck
If the data you posted is prototypical of your datasets then note that: - it has two disconnected components of 1 and 4 sets - there are only 8 unique rows out of 32 - 5 of these 8 are the regions that contain only the non-intersecting portion of each of the 5 sets unique(mydata) AA CH EA