# Logic Blog 2018

## TL;DR

This paper explores extensions of algorithmic randomness to measures and quantum states, discusses group theory's relation to logic with new oligomorphic group results, and covers metric spaces, Scott rank, and interpretability.

## Contribution

It introduces new results on oligomorphic groups and extends concepts of algorithmic randomness to measures and quantum states.

## Key findings

- New results on oligomorphic groups
- Extensions of algorithmic randomness to measures and quantum states
- Insights into metric spaces, Scott rank, and interpretability

## Abstract

Some notions from algorithmic randomness are extended to measures and to quantum states. There is a lot on group theory and its relation to logic. This includes some new results on oligomorphic groups. There's also metric spaces and Scott rank, and interpretability.