From cb83bcbf375b4e8de614a33f61f4577f01dc503c Mon Sep 17 00:00:00 2001
From: Ryan <ryan@alien.gov>
Date: Fri, 16 Jun 2023 21:22:39 +0800
Subject: [PATCH] Auto saved by Logseq

---
 assets/section_1.5_1686903326304_0.edn | 2 +-
 pages/总复习2023t1.md                  | 7 ++++++-
 2 files changed, 7 insertions(+), 2 deletions(-)

diff --git a/assets/section_1.5_1686903326304_0.edn b/assets/section_1.5_1686903326304_0.edn
index b475cb2..6f4406a 100644
--- a/assets/section_1.5_1686903326304_0.edn
+++ b/assets/section_1.5_1686903326304_0.edn
@@ -66,4 +66,4 @@
                           :page 29},
                :content {:text "Bayes’ Theorem"},
                :properties {:color "red"}}],
- :extra {:page 16}}
+ :extra {:page 7}}
diff --git a/pages/总复习2023t1.md b/pages/总复习2023t1.md
index c915a09..dd0f41e 100644
--- a/pages/总复习2023t1.md
+++ b/pages/总复习2023t1.md
@@ -2614,7 +2614,6 @@
 			  CLOCK: [2023-06-16 Fri 15:00:23]--[2023-06-16 Fri 15:18:37] =>  00:18:14
 			  :END:
 				- DONE Ch1
-				  collapsed:: true
 				  :LOGBOOK:
 				  CLOCK: [2023-06-16 Fri 15:31:10]--[2023-06-16 Fri 17:15:08] =>  01:43:58
 				  :END:
@@ -2644,6 +2643,7 @@
 							  by Fn (A).
 					- Problems of Each Interpretation of Probability
 					- Similarity of the Above Interpretations of probability
+					  collapsed:: true
 						- For classical random experiment E, the probability has the fol-
 						  lowing properties:
 						  (i) for every event A, P (A) ⩾ 0,
@@ -2664,6 +2664,7 @@
 						  algebra of events. ==The triple (Ω, F , P ) is a probability space
 						  or probability triple.==
 					- Properties of Probability
+					  collapsed:: true
 						- $$P (∅) = 0.$$
 						- For every finite $$A1 , A2 , · · · , An$$,
 						  ![image.png](../assets/image_1686901672954_0.png)
@@ -2775,12 +2776,16 @@
 							  collapsed:: true
 								-
 					- ((648c5e0c-b0b1-4129-b172-3ff95ff4a41c)) and ((648c5e26-8a90-4db2-919f-356a164e5a2b))  ![section 2.4.pdf](../assets/section_2.4_1686920705980_0.pdf)
+					  collapsed:: true
 						- Binomial Distribution
+						  collapsed:: true
 							- Definition:
+							  collapsed:: true
 								- ((648c5fc2-c838-473b-9b29-f238ae3a96ca))
 								- ((648c5f9a-646f-4eea-9d03-597d8598f752))
 								- ((648c5fa8-25a4-47ba-a285-e9399f719543))
 							- Properties:
+							  collapsed:: true
 								- mean, variance ((648c6007-c181-4e85-9a88-046841e6739d))
 							-
 			- LATER 学积分