- 1. ) (score: 1)
- Author: "Naomi B. Robbins" <n.robbins@att.net>
- Date: Thu, 08 Jan 2004 17:49:31 -0500
- I just checked the S archives and see that my question was asked in 1999; however, the author did not receive any answers. Therefore, I will ask it again: Has anyone produced code to draw Nightingale
- /archives/html/s-news/2004-01/msg00023.html (7,047 bytes)
- 2. s (score: 1)
- Author: Spencer Graves <spencer.graves@pdf.com>
- Date: Thu, 08 Jan 2004 15:52:31 -0800
- What's a "Nightingale Rose"? I just did a Google search and found the 1999 question to which you refer but nothing else. If you try a more generic question, someone not familiar with "Nightingale Ros
- /archives/html/s-news/2004-01/msg00024.html (8,794 bytes)
- 3. s (score: 1)
- Author: <cberry@tajo.ucsd.edu>
- Date: Thu, 8 Jan 2004 16:39:32 -0800 (PST)
- I Google'd Nightingale graph rose and this was the first hit: www.stats.bris.ac.uk/~magka/SFS/Unit1.pdf These appear to be course notes by Dr. Graeme Ambler. They show a rose plot from Nightingale's
- /archives/html/s-news/2004-01/msg00026.html (10,056 bytes)
- 4. s (score: 1)
- Author: "Naomi B. Robbins" <n.robbins@att.net>
- Date: Fri, 09 Jan 2004 07:47:34 -0500
- Apologies. I should have been more specific. There is a chapter on roses in Wainer's "Visual Revelations." Florence Nightingale introduced these plots in 1858. Other names for them are coxcomb plots,
- /archives/html/s-news/2004-01/msg00027.html (9,849 bytes)
- 5. s (score: 1)
- Author: John Fox <jfox@mcmaster.ca>
- Date: Fri, 09 Jan 2004 09:28:05 -0500
- Dear Naomi, At 07:47 AM 1/9/2004 -0500, Naomi B. Robbins wrote: Apologies. I should have been more specific. There is a chapter on roses in Wainer's "Visual Revelations." Florence Nightingale introdu
- /archives/html/s-news/2004-01/msg00028.html (10,086 bytes)
- 6. t (score: 1)
- Author: John Fox <jfox@mcmaster.ca>
- Date: Fri, 09 Jan 2004 17:12:18 -0500
- Dear Joe, I believe that what you're referring to is Stevens's Law in psychophysics, which states that the perceived strength of a stimulus is proportional to some power of the physical stimulus, wit
- /archives/html/s-news/2004-01/msg00033.html (12,130 bytes)
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