{ localUrl: '../page/bayes_probability_notation.html', arbitalUrl: 'https://arbital.com/p/bayes_probability_notation', rawJsonUrl: '../raw/1y9.json', likeableId: 'AngeloLeto', likeableType: 'page', myLikeValue: '0', likeCount: '0', dislikeCount: '0', likeScore: '0', individualLikes: [], pageId: 'bayes_probability_notation', edit: '14', editSummary: '', prevEdit: '13', currentEdit: '14', wasPublished: 'true', type: 'wiki', title: 'Probability notation for Bayes' rule', clickbait: 'The probability notation used in Bayesian reasoning', textLength: '1127', alias: 'bayes_probability_notation', externalUrl: '', sortChildrenBy: 'likes', hasVote: 'false', voteType: '', votesAnonymous: 'false', editCreatorId: 'NateSoares', editCreatedAt: '2016-07-10 21:10:01', pageCreatorId: 'EliezerYudkowsky', pageCreatedAt: '2016-02-10 21:13:17', seeDomainId: '0', editDomainId: 'AlexeiAndreev', submitToDomainId: '0', isAutosave: 'false', isSnapshot: 'false', isLiveEdit: 'true', isMinorEdit: 'false', 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belief in hypothesis, after seeing evidence: $\\mathbb P(H \\mid e).$\n\nFor example, Bayes' rule in the [1x5 odds form] describes the relative belief in a hypothesis $H_1$ vs an alternative $H_2,$ given a piece of evidence $e,$ as follows:\n\n$$\\dfrac{\\mathbb P(H_1)}{\\mathbb P(H_2)} \\times \\dfrac{\\mathbb P(e \\mid H_1)}{\\mathbb P(e \\mid H_2)} = \\dfrac{\\mathbb P(H_1\\mid e)}{\\mathbb P(H_2\\mid e)}.$$', metaText: '', isTextLoaded: 'true', isSubscribedToDiscussion: 'false', isSubscribedToUser: 'false', isSubscribedAsMaintainer: 'false', discussionSubscriberCount: '1', maintainerCount: '1', userSubscriberCount: '0', lastVisit: '2016-02-21 13:18:43', hasDraft: 'false', votes: [], voteSummary: [ '0', '0', '0', '0', '0', '0', '0', '0', '0', '0' ], muVoteSummary: '0', voteScaling: '0', currentUserVote: '-2', voteCount: '0', lockedVoteType: '', maxEditEver: '0', redLinkCount: '0', lockedBy: '', lockedUntil: '', nextPageId: '', prevPageId: '', usedAsMastery: 'true', proposalEditNum: 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