Re: "Embedded" in the plane.
From: David Eppstein (eppstein_at_ics.uci.edu)
Date: 07/31/04
- Next message: Tim Smith: "Re: IQ Test Question"
- Previous message: David Bandel: "Re: Mathematics and Powerpoint"
- Next in thread: Chas Brown: "Re: "Embedded" in the plane."
- Maybe reply: Chas Brown: "Re: "Embedded" in the plane."
- Maybe reply: W. Dale Hall: "Re: "Embedded" in the plane."
- Maybe reply: David Eppstein: "Re: "Embedded" in the plane."
- Maybe reply: Nora Baron: "Re: "Embedded" in the plane."
- Maybe reply: W. Dale Hall: "Re: "Embedded" in the plane."
- Messages sorted by: [ date ] [ thread ]
Date: Sat, 31 Jul 2004 15:29:32 -0700
In article <962b628d.0407311333.41d44531@posting.google.com>,
bill_jones92057@yahoo.com (Bill Jones) wrote:
> David Eppstein <eppstein@ics.uci.edu> wrote in message
> news:<eppstein-AC8FF4.18014530072004@news.service.uci.edu>...
>
> > Bill Jones ... naive-appearing question.
>
> I have another "naive" qestion.
>
> Does "embedded in the plane" refer to all graphs or just to planar graphs?
I think "embedded" usually means without crossings, which would imply
only planar graphs. There is plenty of work on graphs that are mapped
to the plane with crossings (e.g. Conway's thrackle conjecture) -- I
think a topologist would call such a mapping an immersion but in the
graph drawing community it's more often just called a drawing.
-- David Eppstein Computer Science Dept., Univ. of California, Irvine http://www.ics.uci.edu/~eppstein/
- Next message: Tim Smith: "Re: IQ Test Question"
- Previous message: David Bandel: "Re: Mathematics and Powerpoint"
- Next in thread: Chas Brown: "Re: "Embedded" in the plane."
- Maybe reply: Chas Brown: "Re: "Embedded" in the plane."
- Maybe reply: W. Dale Hall: "Re: "Embedded" in the plane."
- Maybe reply: David Eppstein: "Re: "Embedded" in the plane."
- Maybe reply: Nora Baron: "Re: "Embedded" in the plane."
- Maybe reply: W. Dale Hall: "Re: "Embedded" in the plane."
- Messages sorted by: [ date ] [ thread ]
Relevant Pages
|