Hello World

Sat, Dec 26, 2020 One-minute read

This is a space in which at some point there might be a blog.

But if that ever is the case the most important thing is already set up: Namely math support using KaTeX.

So some time there maybe will be something like this here: $$ \int_{\partial M} \omega = \int_{M} d\omega $$ Or even something like this: $$ \dots \to H_{k+1}(X) \to H_{k}(A \cap B) \to H_k(A) \oplus H_k(B) \to H_k(X) \to \dots $$

And even something like this is possible:


$ 0 $	$ \to $	$ A $	$ \to $	$ B $	$ \to $	$ C $	$ \to $	$ 0 $
		$ \downarrow^f $		$\downarrow^g$		$\downarrow^h$
$ 0 $	$ \to $	$ A' $	$ \to $	$ B' $	$ \to $	$ C' $	$ \to $	$ 0 $

Even though KaTeX sadly does not support any of the commutative diagram libraries (as far as I know). But maybe that is a good idea for a new project…


\( 0 \)	\( \to \)	\( A \)	\( \to \)	\( B \)	\( \to \)	\( C \)	\( \to \)	\( 0 \)
		\( \downarrow^f \)		\(\downarrow^g\)		\(\downarrow^h\)
\( 0 \)	\( \to \)	\( A' \)	\( \to \)	\( B' \)	\( \to \)	\( C' \)	\( \to \)	\( 0 \)

Adrian Dawid

Hello World