RE: BOV

From: Liang Zhao Date: September 22, 2004 technical Source: cognigencorp.com
From:"Liang Zhao" zhao.80@osu.edu Subject: RE: [NMusers] BOV Date: Wed, September 22, 2004 2:11 pm I have the same doubt as Mike for Yaning's simplified scenario (with BOV is the same for all occasions). Based on my understanding, the design for both the simplified scenario and complex scenario is the same as Mike suggested. In this case, the BSV and BOV are not comfounded and they are all estimable. Think about the equation system CLij=CL+ai+bij. There are 8 unknowns (a1-a4 and b.1-b.4 in this case) and 8 equations in the system, surely all of them are estimable. I agree that BOV in the complex scenario is unestimable. Liang Zhao PhD Division of Pharmaceutics The Ohio State Univ.
Sep 20, 2004 Renee Ying Hong BOV
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Sep 20, 2004 Pravin RE: BOV
Sep 21, 2004 Pravin RE: BOV
Sep 21, 2004 Kenneth Kowalski RE: BOV
Sep 21, 2004 Nick Holford RE: BOV
Sep 21, 2004 Nick Holford RE: BOV
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Sep 22, 2004 Kenneth Kowalski RE: BOV
Sep 22, 2004 Yaning Wang RE: BOV
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Sep 22, 2004 Liang Zhao RE: BOV
Sep 22, 2004 Michael Fossler RE: BOV
Sep 22, 2004 Liang Zhao RE: BOV
Sep 22, 2004 Mats Karlsson RE: BOV
Sep 22, 2004 Mats Karlsson RE: BOV
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Sep 22, 2004 Kenneth Kowalski RE: BOV
Sep 22, 2004 Nick Holford RE: BOV
Sep 22, 2004 Liang Zhao RE: BOV
Sep 22, 2004 Nick Holford RE: BOV
Sep 22, 2004 Mats Karlsson RE: BOV
Sep 22, 2004 Nick Holford RE: BOV
Sep 22, 2004 Yaning Wang RE: BOV
Sep 22, 2004 Qi Liu RE: BOV
Sep 22, 2004 Nick Holford RE: BOV
Sep 22, 2004 Yaning Wang RE: BOV
Sep 23, 2004 Kenneth Kowalski RE: BOV
Sep 23, 2004 Diane Mould RE: BOV
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Sep 23, 2004 Kenneth Kowalski RE: BOV
Sep 23, 2004 Liang Zhao RE: BOV
Sep 23, 2004 Mats Karlsson RE: BOV
Sep 23, 2004 Kenneth Kowalski RE: BOV
Sep 23, 2004 Nick Holford RE: BOV
Sep 23, 2004 Mats Karlsson RE: BOV
Sep 24, 2004 Kenneth Kowalski RE: BOV
Sep 24, 2004 Immanuel Freedman RE: BOV