Florian Richter: Dynamical generalizations of the Prime Number Theorem and disjointness of additive and multiplicative actions

Topic: Dynamical generalizations of the Prime Number Theorem and disjointness of additive and multiplicative actions 

Speaker: Florian Richter, Northwestern University

June 4, 2020

Ramsey Numbers asymptotics - R(4,t)

An amazing new result

The asymptotics of r(4,t) - by Sam Mattheus and Jacques Verstraete

Random Graphs

Math circle session on random graphs led by Alon Amit at the 2012 Summer BACT

Cellular Automata: Rule 110 + Conway’s Game of Life

"A 1D cellular automaton, Rule 110 (bottom), being fed as input to a 2D cellular automaton, Conway’s Game of Life (top)"

Peter Sarnak on Möbius Disjointness

Senior Capstone presentations - May 10, 2023

Session of Senior Capstone presentations today at ONU, featuring topics on Partial Differential Equations and Number Theory. It was definitely a success, with a lively attendance. Many thanks to these awesome students!

The Patterns in the Primes, with Andrew Granville

 

The Search for Randomness | Jean Bourgain

 

More teaching chalkboards

Chinese Remainder Theorem...

Number theory and cryptography class - chalkboard pictures

Today, the topic was the Euclidean algorithm...

Just before erasing this number theoretic Tibetan mandala :)