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quasi-random vector according to an independent graph

2 messages · Jinfang Wang, Spencer Graves

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Hi



I was waiting for more advices and prepared to summarize to reduce the mail 
traffic. I got two answers (I realize that my explanation was definitely 
insufficient).



Thanks Reid & Spencer !?The link http://www.r-project.org/gR/ was helpful, 
although it does not directly answer my question.



I think I have got some idea to do what I want. When I have a more or less 
satisfactory solution I will report to the list to share (if I think it is 
worthwhile).



Jinfang Wang







----- Original Message ----- 
From: "Huntsinger, Reid" <reid_huntsinger at merck.com>
To: "'Spencer Graves'" <spencer.graves at pdf.com>; "Jinfang Wang" 
<wang at math.s.chiba-u.ac.jp>
Cc: <r-help at stat.math.ethz.ch>
Sent: Friday, September 30, 2005 2:00 AM
Subject: RE: [R] quasi-random vector according to an independent graph
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Hi, Jihfang:

	  Definitely, please report to the list when you think you "have a more
or less satisfactory solution".  The archives are searchable, and your
comments might help someone else.  They might also provoke useful
suggestions of other things you might try that might provide even better
solutions.

	  Also, if you get stuck in the process, please report to the list your
progress and where you are stuck.

	  Good Luck,
	  spencer graves
Jinfang Wang wrote: