Hey, welcome to this blog. Here I will post topics I care about and thinks I work on!

Here is a playground for cool techniques I use to write articles.

Theorems and Proofs

I created a nicely looking theorem, lemma, definition and proof classes.

[def] A set $C$ is convex if for all $x,y \in C$ and for all $\alpha \in [0,1]$ the point $\alpha x + (1-\alpha) y \in C$. [/def]

[theorem] A set $C$ is convex if for all $x,y \in C$ and for all $\alpha \in [0,1]$ the point $\alpha x + (1-\alpha) y \in C$. [/theorem]

[proof] A set $C$ is convex if for all $x,y \in C$ and for all $\alpha \in [0,1]$ the point $\alpha x + (1-\alpha) y \in C$.

Test_test [/proof]

[lemma] A set $C$ is convex if for all $x,y \in C$ and for all $\alpha \in [0,1]$ the point $\alpha x + (1-\alpha) y \in C$. [/lemma]

[theorem] A set $C$ is convex if for all $x,y \in C$ and for all $\alpha \in [0,1]$ the point $\alpha x + (1-\alpha) y \in C$. [/theorem]

[proof] A set $C$ is convex if for all $x,y \in C$ and for all $\alpha \in [0,1]$ the point $\alpha x + (1-\alpha) y \in C$. [/proof]

You can check out the file “custom.scss”, in the github if you are interested in using a similar scheme.

Videos

I use a modified version of the jekyll TeXt scheme. A way to embed videos is already integrated

Interactive coding

Use trinket! I use this jekyll plugin, works great!