15 citations · 22 across the 8 of their papers we have counts for
9 papers
A unified treatment of families of partition functions
Lida Ahmadi, Ricardo Gómez Aíza, Mark Daniel Ward
We present a unified framework of combinatorial descriptions, and the analogous asymptotic growth of the coefficients of two general families of functions related to integer partit…
The number of distinct adjacent pairs in geometrically distributed words: a probabilistic and combinatorial analysis
Guy Louchard, Werner Schachinger, Mark Daniel Ward
The analysis of strings of random variables with geometric distribution has recently attracted renewed interest: Archibald et al. consider the number of distinct adjacent pairs…
Analyzing Worldwide Social Distancing through Large-Scale Computer Vision
Isha Ghodgaonkar, Subhankar Chakraborty, Vishnu Banna +15
In order to contain the COVID-19 pandemic, countries around the world have introduced social distancing guidelines as public health interventions to reduce the spread of the diseas…
Observing Responses to the COVID-19 Pandemic using Worldwide Network Cameras
Isha Ghodgaonkar, Abhinav Goel, Fischer Bordwell +18
COVID-19 has resulted in a worldwide pandemic, leading to "lockdown" policies and social distancing. The pandemic has profoundly changed the world. Traditional methods for observin…
The number of distinct adjacent pairs in geometrically distributed words
Margaret Archibald, Aubrey Blecher, Charlotte Brennan +3
A sequence of geometric random variables of length is a sequence of independent and identically distributed geometric random variables () where $\math…
The continuum Pólya-like random walk
Daniel Krenn, Hosam Mahmoud, Mark Daniel Ward
The Pólya urn scheme is a discrete-time process concerning the addition and removal of colored balls. There is a known embedding of it in continuous-time, called the Pólya process.…