source file: mills3.txt Date: Wed, 5 Nov 1997 22:34:54 +0100 Subject: RE: Erlich's Theory From: "Paul H. Erlich" >>I don't have Plomp & Levelt's curve to hand, but I do have Kameoka & >>Kuriyagawa's. The minima don't look much like parabolas to me. > >Are they pointy, then? Or flattened? If they are round (i.e., finite, nonzero >second derivative), then a parabola having the same second derivative as the >function itself at the minimum will approximate the function quite closely >near that minimum. > >>A Farey series would be like a Partch even limit, right? > >The "integer limit" of a ratio (just the larger number) is order of the >lowest-order Farey series in which the ratio appears. SMTPOriginator: tuning@eartha.mills.edu From: John Starrett Subject: Manfred Schroeder's books PostedDate: 05-11-97 22:56:39 SendTo: CN=coul1358/OU=AT/O=EZH ReplyTo: tuning@eartha.mills.edu $MessageStorage: 0 $UpdatedBy: CN=notesrv2/OU=Server/O=EZH,CN=coul1358/OU=AT/O=EZH,CN=Manuel op de Coul/OU=AT/O=EZH RouteServers: CN=notesrv2/OU=Server/O=EZH,CN=notesrv1/OU=Server/O=EZH RouteTimes: 05-11-97 22:55:29-05-11-97 22:55:29,05-11-97 21:55:52-05-11-97 21:55:52 DeliveredDate: 05-11-97 21:55:52 Categories: $Revisions: Received: from ns.ezh.nl ([137.174.112.59]) by notesrv2.ezh.nl (Lotus SMTP MTA SMTP v4.6 (462.2 9-3-1997)) with SMTP id C1256546.00786E60; Wed, 5 Nov 1997 22:55:25 +0100 Received: by ns.ezh.nl; (5.65v3.2/1.3/10May95) id AA03912; Wed, 5 Nov 1997 22:56:39 +0100 Date: Wed, 5 Nov 1997 22:56:39 +0100 Received: from ella.mills.edu by ns (smtpxd); id XA03910 Received: (qmail 23675 invoked from network); 5 Nov 1997 13:56:35 -0800 Received: from localhost (HELO ella.mills.edu) (127.0.0.1) by localhost with SMTP; 5 Nov 1997 13:56:35 -0800 Message-Id: Errors-To: madole@mills.edu Reply-To: tuning@eartha.mills.edu Originator: tuning@eartha.mills.edu Sender: tuning@eartha.mills.edu