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Josia Pietsch 2024-01-23 20:56:14 +01:00
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inputs/intro.tex
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These are my notes on the lecture Probability Theory, \gist{%
These are my notes on the lecture
Logic 3: Abstract Topological Dynamics and Descriptive Set Theory
taught by \textsc{Aleksandra Kwiatkowska} taught by \textsc{Aleksandra Kwiatkowska}
in the summer term 2023 at the University Münster. in the summer term 2023 at the University Münster.
@ -18,3 +20,15 @@ I could not attend!
This notes follow the way the material was presented in the lecture rather This notes follow the way the material was presented in the lecture rather
closely. Additions (e.g.~from exercise sheets) closely. Additions (e.g.~from exercise sheets)
and slight modifications have been marked with $\dagger$. and slight modifications have been marked with $\dagger$.
}{
This document aims to give a very brief summary of
my \href{https://josia-notes.users.abstractnonsen.se/w23-logic-3/logic3.pdf}{notes on the course Logic 3}.
I try to omit most technical details and only summarize the most important
ideas.
Note that this is currently work in progress.
Currently the differences to the original document are only
minor (this is still mostly a technical test),
but this document will get shorter as I work through
and summarize it.
}

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inputs/tutorial_13.tex
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Continuation of sheet 8, exercise 4. Continuation of sheet 8, exercise 4.
% Whiteboard https://wbo.ophir.dev/boards/Dphc7eylJJcIA0WbQsn7jzec1domqyx51gXb5qe6rzw-#263,0,0.5
\begin{definition} \begin{definition}
Let $X$ be a compact metric space. Let $X$ be a compact metric space.