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    Re: Eprf Vs, Trf
    From: John Karl
    Date: 2009 Dec 17, 19:47 -0800

    Yes, Frank, that was a poor title I used -- I think it caused some
    confusion.
    
    As long as EP1 is in the center of the uncertainty region along LOP1,
    EP2 is the better estimate.  And, in fact as I pointed out, narrow
    crossing angles are quite useful with the EPRF, and even with LOP1 and
    LOP2 parallel.  So I can't agree with you that EP2 is useless. But
    yes, RFIX can be quite useless.  This is a major advantage of the
    ERPF, you needn't worry about small crossing angles.
    
    Confidence levels are too tricky to discuss, they quickly lead to
    probability theory.  My discussion simply asked which is the better
    estimate, given LOP1, DR1 and LOP2.
    
    However, I can discrribe how the uncertainties play out through the
    two methods.  Do you think that's worth discussing?
    
    John
    
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