About: Bayes' theorem

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Bayes' theorem is

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rdfs:label	Bayes' theorem
rdfs:comment	Bayes' theorem is Bayes' theorem is a theorem used to calculate the probability of something being true, false, or a certain way. Bayes' theorem is an extension of logic. It expresses how a belief should change to account for evidence. Bayes' theorem is as follows: P(A\|B) represents the probability that a given B is A. P(A\|B) represents the probability that a given A is B. P(A) represents the probability that A is true. P(B) represents the probability that B is true. Bayes' theorem can also be written as follows, in order to calculate the probability of P(B):
sameAs	dbr:Bayes'_theorem
dcterms:subject	Definition Smart stuff for dudes and chicks who've been to college Smart stuff for dudes and chicks who've been to college Math Math Mathematics Logic Logic
dbkwik:itlaw/prope...iPageUsesTemplate	dbkwik:resource/UnDipahpDqhUBQHIT-NMRQ==
abstract	Bayes' theorem is Bayes' theorem is a theorem used to calculate the probability of something being true, false, or a certain way. Bayes' theorem is an extension of logic. It expresses how a belief should change to account for evidence. Bayes' theorem is as follows: P(A\|B) represents the probability that a given B is A. P(A\|B) represents the probability that a given A is B. P(A) represents the probability that A is true. P(B) represents the probability that B is true. Bayes' theorem can also be written as follows, in order to calculate the probability of P(B):

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