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@ -154,5 +154,58 @@
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:page 35},
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:content {:text "The Distribution Function of Function of a Random Variable"},
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:properties {:color "blue"}}],
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:extra {:page 36}}
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:properties {:color "blue"}}
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{:id #uuid "648c2d05-82d4-472f-901c-b362852e2a3a",
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:page 35,
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:content {:text "we can assert that if X is a random variable, then Y := g(X) = g(X(ω)), where g is a real-valued function defined on the real line, is a random variable as well"},
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@ -47,4 +47,9 @@ file-path:: ../assets/section_2.2_1686907456219_0.pdf
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ls-type:: annotation
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hl-page:: 35
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hl-color:: blue
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id:: 648c2c9a-fcca-43e3-94a6-466f52131b48
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id:: 648c2c9a-fcca-43e3-94a6-466f52131b48
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- we can assert that if X is a random variable, then Y := g(X) = g(X(ω)), where g is a real-valued function defined on the real line, is a random variable as well
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ls-type:: annotation
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hl-page:: 35
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hl-color:: yellow
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id:: 648c2d05-82d4-472f-901c-b362852e2a3a
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@ -2705,7 +2705,8 @@
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- Continuous type
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- ((648c2c54-b536-40ba-8191-ef1aeb2be0b9))
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- ((648c2c9a-fcca-43e3-94a6-466f52131b48))
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-
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- ((648c2d05-82d4-472f-901c-b362852e2a3a))
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-
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- LATER 学积分
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:LOGBOOK:
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CLOCK: [2023-06-03 Sat 17:05:07]--[2023-06-03 Sat 17:05:08] => 00:00:01
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