Will
Perkins

General Information

Email:
wperkins3@gatech.edu
Phone:
404-894-3152
Location - Building:
KACB
Location - Room:
2222
Roles:
Professor (any rank)
Primary Unit:
School of Computer Science

Details

Degrees with subject and Postdoc Experience:
Degree Type
BA
Subject
History
Year
2003
Institution
Yale University
Location
New Haven
Degree Type
PhD
Subject
Mathematics
Year
2011
Institution
New York University
Location
New York
Degree Type
Postdoctoral Scholar
Subject
Mathematics
Year
2011-2014
Institution
Georgia Institute of Technology
Location
Atlanta
Statement of Research Interests:

My research interests are in algorithms, probability theory, combinatorics, and statistical physics.  I have designed new algorithms and new probabilistic methods in combinatorics using ideas and intuition from statistical physics, while also proving theorems in statistical physics using algorithmic ideas.

Statement of Teaching Interests:

I teach courses in the design and analysis of algorithms, in probability theory, and in combinatorics.  The courses I teach in computer science are about the theory of computing and how to use mathematics to reason about the performance and limits of algorithms.

Selection of recent research, scholarly, and creative activities:

M. Jenssen, W. Perkins, and A. Potukuchi. On the evolution of structure in triangle-free graphs.

Advances in Mathematics 480 (2025), 110499

 

M. Michelen and W. Perkins. Potential-weighted connective constants and uniqueness of Gibbs

measures. Communications in Mathematical Physics 406.32 (2025)

 

W. Perkins. Searching for (sharp) thresholds in random structures: where are we now? Bulletin

of the American Mathematical Society 62.1 (2025), 113–143

 

M. Jenssen, W. Perkins, A. Potukuchi, and M. Simkin. Sampling, Counting, and Large Deviations

for Triangle-Free Graphs Near the Critical Density. 2024 IEEE 65th Annual Symposium on

Foundations of Computer Science (FOCS). IEEE Computer Society. 2024, pp. 151–165

 

W. Perkins and C. Xu. Frozen 1-RSB structure of the symmetric Ising perceptron. Random

Structures & Algorithms 64.4 (2024), 856–877. Extended abstract at STOC 2021