From 6e66f0abd1c8dab52b9242e220c503973f18f583 Mon Sep 17 00:00:00 2001 From: Alexander Clark Date: Tue, 27 Feb 2024 20:28:26 -0500 Subject: [PATCH] bib fix --- .DS_Store | Bin 12292 -> 12292 bytes .../.doctrees/StatwrapRegression.doctree | Bin 26170 -> 26170 bytes book/_build/.doctrees/bayes.doctree | Bin 11897 -> 12643 bytes book/_build/.doctrees/bibliography.doctree | Bin 4815 -> 6340 bytes book/_build/.doctrees/correlation.doctree | Bin 217470 -> 217470 bytes book/_build/.doctrees/environment.pickle | Bin 1225020 -> 1251153 bytes book/_build/.doctrees/normal.doctree | Bin 127035 -> 127035 bytes book/_build/.doctrees/regression.doctree | Bin 161221 -> 161221 bytes book/_build/html/_sources/bayes.md | 5 ++ book/_build/html/bayes.html | 8 +- book/_build/html/bibliography.html | 76 ++++++++++++++++-- book/_build/html/correlation.html | 16 ++-- book/_build/html/correlation2.html | 4 +- book/_build/html/experiments.html | 12 +-- book/_build/html/natural.html | 4 +- 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100644 --- a/book/_build/html/bayes.html +++ b/book/_build/html/bayes.html @@ -418,6 +418,7 @@

Contents

@@ -435,7 +436,7 @@

Contents

Important Readings

In this section, we leave the main textbook to learn Bayes’ Theorem. This helps provide a foundation for further coursework in Bayesian statistics or just help you interact with nerdy people who talk about “Bayesian updating” in response to new information. Bayes’ Theorem helps solve for a conditional probability \(\mathbb{P}(A \mid B)\) given some other information. This involves “updating” because after observing \(B\), the probability of \(A\) changes from \(\mathbb{P}(A)\) to \(\mathbb{P}(A \mid B)\). The unconditional is a prior belief and the conditional probability is a posterior belief. Bayesian probabilities and statistics are important in any kind of environment where information is gathered. For example, medical doctors use Bayes’ Theorem to assess the chance of a disease (\(A\)) given a particular test result (\(B\)).

@@ -457,6 +458,10 @@

Chance Trees +

Bayes’ Theorem#

+

See [Str10].

+
-
+
-
+

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