We review what is known, unknown, and expected about the mathematical properties of
Coulomb and Riesz gases. Those describe infinite configurations of points in R d interacting …

Water transport systems play an essential role in increasing the productivity and efficiency of
oilfields. Efforts toward water management and optimal allocation of water resources can …

Since the financial crisis of 2008, the network analysis of financial systems has attracted a lot
of attention. In this paper, we analyze the global banking network via the method of Random …

The demand for a comfortable and healthy thermal environment must be considered while
optimizing the heating, ventilation, and air conditioning (HAVC) system. Therefore, this study …

Determinantal point processes (DPPs) have recently become popular tools for modeling the
phenomenon of negative dependence, or repulsion, in data. However, our understanding of …

Anomaly detection in metro passenger flow is significant for the operation of metro system.
Metro smart card data can provide more accurate data sources for detect anomalous metro …

We analyze physical spacings between locations of safety rest areas on interstates in the
United States. We show normalized safety rest area spacings on major interstates exhibit …

In this work we use the random matrix theory (RMT) to correctly describe the behavior of
spectral statistical properties of the sea surface temperature of oceans. This oceanographic …

We introduce an explicitly solvable N player dynamic game that admits Dyson Brownian
motion as a Nash equilibrium and investigate consequences of its many atypical properties …

The recursive structure of butterfly matrices has been exploited to accelerate common
methods in computational linear algebra. This was first developed by D. Stott Parker\cite …