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How can i figure this 'nonlinear least square problem'?

Subject: How can i figure this 'nonlinear least square problem'?
From: flying
Date: 15 Jun, 2012 02:54:07
Message: 1 of 7
Subject: How can i figure this 'nonlinear least square problem'?
From: Torsten
Date: 15 Jun, 2012 07:07:33
Message: 2 of 7
Subject: How can i figure this 'nonlinear least square problem'?
From: Bruno Luong
Date: 15 Jun, 2012 07:13:06
Message: 3 of 7
Subject: How can i figure this 'nonlinear least square problem'?
From: Torsten
Date: 15 Jun, 2012 10:03:41
Message: 4 of 7
Subject: How can i figure this 'nonlinear least square problem'?
From: Torsten
Date: 15 Jun, 2012 10:03:14
Message: 5 of 7
Subject: How can i figure this 'nonlinear least square problem'?
From: Torsten
Date: 15 Jun, 2012 10:07:33
Message: 6 of 7
Subject: How can i figure this 'nonlinear least square problem'?
From: flying
Date: 20 Jun, 2012 12:04:08
Message: 7 of 7

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