------ =_NextPart_000_01BDBFD3.C2BC31C0
Content-Type: text/plain; charset=us-ascii
Content-Transfer-Encoding: 7bit
****** Message from InterScan E-Mail VirusWall NT ******
** No virus found in attached file noname
No known Viruses were detected
***************** End of message ***************
------ =_NextPart_000_01BDBFD3.C2BC31C0
Content-Type: text/plain; charset="us-ascii"
Content-Transfer-Encoding: 7bit
This is somewhat confusing then since the problems from the past exams
just apply the age group trend ( to the appropriate power) to the
average claim cost for the last known diagonal. Agree?
----------
From: weathek@towers.com[SMTP:weathek@towers.com]
Sent: Tuesday, August 04, 1998 6:14 PM
To: - (052)studygroup7(a)lists.casact.org
Subject: Re: Fisher/Lange
My understanding is that Fisher/Lange use an exponential curve fit,
not
just to determine the trend, but the points are the fitted values.
BUSFRIEND@prodigy.net on 08/04/98 08:51:45 PM
To: studygroup7@lists.casact.org @ INTERNET
cc:
From: BUSFRIEND@prodigy.net
Date: 08/04/98 08:51 PM
Subject: Fisher/Lange
Does anyone see how the authors calculated the first estimated
diagonal
in Table 4 on p. 196? All other estimated values are based on the
est'd claim cost trend except the first.
------ =_NextPart_000_01BDBFD3.C2BC31C0
Content-Type: application/ms-tnef
Content-Transfer-Encoding: base64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------ =_NextPart_000_01BDBFD3.C2BC31C0--