Table 4.

Limits that the ratio of losses 1/2 must not exceed in order for expert output E1 (i.e. asserted support for H1 over H2), in the form of a likelihood ratio m/n of 103, combined with exemplary prior odds (PO, for H1 over H2), to make decision D1 (reliance on expert output E1) preferable to decision D2 (not relying on expert output E1).

m/n; log10(m/n)POlog10(PO)Limiting value 1/2log10(1/2)
1000; 31:100–2101
1:10–11002
1:101,0003
10:1110,0004
100:12100,0005
m/n; log10(m/n)POlog10(PO)Limiting value 1/2log10(1/2)
1000; 31:100–2101
1:10–11002
1:101,0003
10:1110,0004
100:12100,0005
Table 4.

Limits that the ratio of losses 1/2 must not exceed in order for expert output E1 (i.e. asserted support for H1 over H2), in the form of a likelihood ratio m/n of 103, combined with exemplary prior odds (PO, for H1 over H2), to make decision D1 (reliance on expert output E1) preferable to decision D2 (not relying on expert output E1).

m/n; log10(m/n)POlog10(PO)Limiting value 1/2log10(1/2)
1000; 31:100–2101
1:10–11002
1:101,0003
10:1110,0004
100:12100,0005
m/n; log10(m/n)POlog10(PO)Limiting value 1/2log10(1/2)
1000; 31:100–2101
1:10–11002
1:101,0003
10:1110,0004
100:12100,0005
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