I’m just doing this by hand. I’ll try to organize by topic. A * indicates that it is not for beginners, otherwise, all posts should be pretty beginner friendly (like you don’t need to have taken calculus, but it’s probably better to read the series in order).

**Curve complex series**

Birman and Menasco’s recent research: dead ends

Efficient geodesics in the curve complex

**Homeomorphisms of the torus series**

What’s a homeomorphism of the torus?

**Graph Theory**

**Cube Complexes**

Notes from Haglund’s minicourse*

**Open and “open” problems**

Open problem in geometric group theory

**Groups**

What is geometric group theory?

What is the fundamental group?

**Things with the word “hyperbolic”**

Proof of Scott’s Theorem for separability*

Playing with the hyperbolic plane

Connecting hyperbolic and half translation surfaces: Part I and Part II

**Topology/More Geometric Group Theory**

Fundamental Theorem of GGT: Part I and Part II (proof)

Guest post: torus-knotted baklava (Jeremy Kun)

Universal acylindrical actions

**Miscellaneous**

Higgs Bundles and Hitchin something notes*

Cantor Sets + Answer to problem

Notes from Matt Clay’s minicourse on the Guirardel core in outer space*

The Fault in Our Stars, Cantor’s Diagonalization

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