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The concept of probative value (or, as it is also called, probative force) is related to the concept of relevance.
The concept of probative value can also play a role at the prior stage (which was the focus in section 2) where the judge has to make a ruling on whether to receive the evidence in the first place.
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A major difficulty with both of the mathematical conceptions of probative value that we have just examined is that for most evidence, obtaining the figures necessary for computing the likelihood ratio is problematic (Allen 1991: 380).
I am going to permit it, but I might say that I doubt it will have a great deal of probative value.
In the section 3.1 above, we concentrated on the weight of evidence in the sense of probative value of individual items of evidence.
So long as the likelihood ratio is other than 1 1, the evidence is considered relevant.[8] However, the greater the likelihood ratio deviates from 1 1, the higher the so-called probative value of the evidence (that is, on one interpretation of probative value).
Proponents of the mathematical conception of the standard of proof have stood their ground even while acknowledging that weight has a role to play in the Bayesian analysis of probative value and the sufficiency of evidence.
Critics of the mathematization of legal proof raise this point as an example of inherent limitations to the mathematical modelling of probative value (Allen and Pardo 2007a).[12] Allen and Pardo propose an alternative, the explanatory theory of legal proof.
"The Physiocrats' concept of economics".
The concept of New Labour.
The concept of eternity.
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