"Stronger 3SUM lower bounds via Additive Combinatorics"

[12-25-23]
In this blog post I summarize "Stronger 3-SUM Lower Bounds for Approximate Distance Oracles via Additive Combinatorics" by Abboud Bringmann and Fischer and also discuss the very similar "Removing Additive Structure in 3sum based reductions" by Jin and Xu.
min-cost circulation

[12-13-23]
I feel like I can never remember what min-cost circulation (MCC) is, or what the basic facts about it are. So here is a short blog post where I remind myself of what MCC is.
fine-grained complexity: 3sum

[12-26-23]
I was reading a couple of Virginia's https://people.csail.mit.edu/virgi/6.s078/ fine-grained complexity theory notes. Here I write down some of the cool things I learned while reading the notes.
FPT part 3

[01-08-24]
I read chapter 2 of the FPT book in a bit more detail. And try some more problems.
2-server on a circle

[07-26-23]
In the k-server problem you have k "servers" located in some topological space. You recieve a series of "requests", which are points in the topological space. You must respond to the request by moving some subset of your servers so that at least one server goes to the request. We will consider this problem in a metric space. You objective is to minimize the total distance travelled by all your servers. More precisely, our objective is to create a strategy that achieves bounded competitive ratio. We consider this problem with k=2 and set on a circle, where distance is measured along the circle.
LCA = RMQ

[04-13-23]
LCA and RMQ are some pretty fundamental problems. Can we solve in constant time with linear preprocessing? yes.
MM zoo

[12-18-23]
In which I write down as many types of MM that I can look up, in hopes that they will help solve a **really** hard problem.
More MM notes

[12-14-23]
I write down some of the key problems, results, and ideas in the land of MM + graph algorithms.
Ye and Saha's Faster approx APSP (SODA24)

[02-23-24]
summary of a paper which I believe is basically SotA for APSP approx.
Strongly connected components

[03-25-23]
SCC are super cool and super useful. but how to compute them?