Probability Theory: The Logic Of Science by Edwin Jaynes
Author:The Logic of Science [Science, The Logic of]
Language: eng
Format: epub
Published: 2011-01-07T03:27:59.832000+00:00
1
(p ; ;pn) respectively. Instead of giving the probabilities of the (A ; ;An) directly, we might
1
1
rst group the st k of them together as the proposition denoted by (A + A + + Ak) in
1
2
Boolean algebra, and give its probability which by (2{64) is equal to w = (p + + pk); then
1
1
the next m propositions are combined into (Ak + + Ak m), for which we give the probability
+1
+
w = (pk + + pk m), etc. When this much has been specied, the amount of uncertainty as
2
+1
+
to the composite propositions is H(w ;:::;wr).
1
Next we give the conditional probabilities (p =w ;:::;pk=w ) of the propositions (A ;:::;Ak), 1
1
1
1
given that the composite proposition (A + +Ak) is true. The additional uncertainty, encountered
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