# Talks

These are some of the slide-talks I have given in the last few years.

The source of most of these files may be found on my @bitbucket. You may have to remove some of the font declarations to be able to compile on your machine (I compile using xelatex). You are free to use any of the figures.

- Commutators: A ridiculous (and fun!) way to solve Rubik’s cubes and (not) solve equations
- STEMS 2021 camp (part of Tesselate, CMI) (2021-01-08)
- (Video should be up shortly)
- (Similar to the talk below)
- Slides [.key] (~14MB)
- Rubik’s cube demos that were used in the talk (built from http://alg.cubing.net) and this awesome visualisation of roots of polynomials over complex numbers by Leo Stein

- Commutators: A ridiculous (and fun!) way to hang pictures and solve Rubik’s cubes
- [Video] from the online Chai and Why?. (2020-12-20)
- Slides: [.key] (~13MB)
- Demos that were used in the talk (built from http://alg.cubing.net)

- Derandomization from Algebraic Hardness
- IIT Bombay (July 2019)
- Source files may be found here

- Near-optimal Bootstrapping of Hitting Sets
- Exponential lower bounds for hom. depth-5 circuits over finite fields
- CCC 2017, Riga, Latvia
- Source files may be found here.

- Finer separations between shallow arithmetic circuits
- FSTTCS 2016, Chennai, India
- Source files may be found here.

- Efficiently decoding Reed-Muller codes from random errors
- IIT Kanpur
- Source files may be found here.

- Functional lower bounds for arithmetic circuits
- Computational Complexity Conference (CCC 2016), Tokyo, Japan
- Source files may be found here.

- Lower bounds for shallow circuits
- Job talk, survey-ish with some high level view of the depth-5 lower bound.
- Source files may be found here.

- Depth Reduction in arithmetic circuits
- Workshop on Arithmetic Complexity Theory (WACT 2015), Saarbrucken, Germany
- Source files may be found here.

- Arithmetic Circuits: A chasm at depth three
- Approaching the chasm at depth four
- CCC 2013, Palo Alto, California, USA.
- Source files may be found here.

- Jacobians hits all circuits
- Microsoft Research India, Bangalore. 2012
- Source files may be found here.

My earlier talks can also be found @bitbucket.