sarcasm or not
Everybdoy was laughing
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they won’t be laughing when they see rock
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“Try this if you want to stay in shape”
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He demonstrated all these molecular motions with his arms, said it was “kind of like how our current president dances”, then apologised for getting political
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Someone shouted “import numpy” at their friend across the walkway??
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trying to figure out an inside joke from people you don’t know isn’t gonna work
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Theypronounced it num-pee but their friend pronounced it num-pie in their response
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relevant information. we’ll solve this one yet holmes.
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This course is officially called something along the lines of Complex Variables and Applications. It has been jokingly called “Complex Variables and Application”, because they go over one application over the entire course of the class
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you better learn those equations
Every continuous real-valued function defined on a Borel subset of R is a Borel
measurable function.
i’m learning so much
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Suppose (X, S) is a measurable space and f : X → R is an S-measurable
function. Suppose g is a real-valued Borel measurable function defined on a
subset of R that includes the range of f . Then g ◦ f : X → R is an S-measurable
function.
so what’s your plan on understanding this class without a background in analysis or topology
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A subset of [−∞, ∞] is called a Borel set if its intersection with R is a Borel set.
may drops worst definition ever
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In other words, a set C ⊆ [−∞, ∞] is a Borel set if and only if there exists
a Borel set B ⊆ R such that C = B or C = B ∪ {∞} or C = B ∪ {−∞} or
C = B ∪ {∞, −∞}.
