Laura Florescu

Courant Institute of Mathematical Sciences
New York University
251 Mercer Street
New York, NY 10012

Fourth year Ph.D. student
florescu(@-symbol)cims.nyu.edu


About me

I went to Reed College where I got a BA in Mathematics, and wrote a research thesis with David Perkinson. I am from Bucharest, Romania.

Research

0. Belief propagation analysis for random hypergraph colorings, 2016, in preparation.

1. Florescu, L., Peres, Y. Optimal control for diffusions on graphs, 2015, in preparation. Abstract

Starting from a mass $\delta_0$ on a graph, we investigate the minimum number of steps needed to transport a constant mass $p$ outside of the ball of radius $n$. The steps of our ``\emph{controlled diffusion}" process are as follows: at each time, we select any site with positive mass and topple its mass equally to its neighbors.

2. Florescu, L., Will Perkins. Spectral thresholds in the bipartite stochastic block model, COLT 2016. Abstract

3. Florescu, L., Levine, L. , Peres, Y. The range of a rotor walk , American Mathematical Monthly, 2016. Abstract
4. Florescu, L., Ganguly, S. , Levine, L. , Peres, Y. Escape rates for rotor walk in Z^d , SIAM Journal on Discrete Mathematics (2014) 28(1):323--334 Abstract
5. Florescu, L., Ganguly, S. , Peres, Y. and Spencer, J. ,. Heat diffusion with frozen boundary , J Statistical Physics, 2015. Abstract
6. Florescu, L., Morar, D., Perkinson, D., Salter, N., Xu, T. Dominos and sandpiles , Electronic Journal of Combinatorics, 22(1), 2015. Abstract

Code for planted satisfiability problems and stochastic block models
Belief propagation implementation for random hypergraphs
Rotor Router walks

Asymptopia

Joel Spencer with Laura Florescu, Asymptopia , AMS Student Mathematical Library, 2014.
Errata file
Here are Chapter 0 on primes and Chapter 1 on Stirling's formula .
CV