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This paper investigates the accuracy of the linear model estimate that forms a part of an overall Hammerstein model structure.
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Field flux measurements agreed well with model estimates that were derived using measurable parameters rather than data-fitting.
This allowed us to compare variations in model estimates that were due to "between-source" versus "within-source" (i.e., variation due to different analyses).
On Tuesday, the FiveThirtyEight forecasting model estimated that the probability of such a scenario happening was about one in ten.
On Friday, Five Thirty Eight's "polls-only" model estimated that the probability of him winning was about forty per cent.
(The model estimates that there is a 58 percent chance that it has done so in this case).
The model estimates that Missouri has an 8 percent chance of being the tipping-point state in the Senate, meaning that race determines the majority.
Specifically, the model estimates that Mr. King would run a net of six percentage points weaker than Mr. Latham, controlling for other factors.
Indiana (down to 10.9 percent from 18.4 percent) This is a big decline for Indiana — the model estimates that its chances of winning the national title have dropped by 60 percent.
The model estimates that such a player has about a 20 percent or 25 percent chance of winning the championship in today's N.B.A. environment.
But it is a slight advantage indeed: the model estimates that Mr. Obama would have a 53 percent chance of winning the Electoral College under those conditions.
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