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Cory Brunson is an Assistant Professor at the Laboratory for Systems Medicine at the University of Florida. His research focuses on geometric and topological approaches to the analysis of medical and healthcare data.
Graduate students in many programs besides mathematics will need to be familiar with the methods and results of a variety of mathematical topics. Just…
The stereotype of the solitary mathematician is widespread, but practicing users and producers of mathematics know well that our work depends heavily …
African-Americans and women are increasingly visible in professional mathematical institutions, organizations, and literature, expanding our mental mo…
Peter Winkler has been collecting mathematical puzzles since childhood. He has had published two previous collections, and recently he compiled his la…
Games are an established aide in pre-college mathematics education. Meanwhile, innumerable popular books have investigated the mathematics of games. I…
Police use of advanced data collection and analysis technologies—or, "big data policing"—continues to receive both positive and negative attention thr…
Students' success in mathematics at community colleges has been the subject of thorough quantitative research, which has reported poor overall results…
A true understanding of the pervasive role of software in the world demands an awareness of the volume and variety of real-world software failures and…
One pervasive stereotype about mathematics is that it is objective, unbiased, or otherwise exempt from the influence of human passions. James Wynn and…
Students and their families face a consequential choice in whether to pursue a degree, and in what area. For those considering mathematics programs, t…
As algorithms become ever more significant to and embedded in our everyday lives, ever more accessible introductions to them are needed. While several…
Math Renaissance: Growing Math Circles, Changing Classrooms, and Creating Sustainable Math Education (Natural Math, 2018) couples two educational memo…
While i find it pretty easy to recognize when i'm reading articles in complexity science, i've never been satisfied by definitions of complexity and r…
To many mathematicians and math enthusiasts, the word "innumeracy" brings to mind popular writing like that of John Allen Paulos. But inequities in ou…
Math circles defy simple narratives. The model was introduced a century ago, and is taking off in the present day thanks in part to its congruence wit…
It would be simple enough to say that mathematics is being done, and that those who do it are mathematicians. Yet, the history and culture of the math…
Math has a complicated relationship with the counterintuitive: Rigorous logic, calculation, and simulation can both help us wrap our minds around phen…
Mathematics as a subject is distinctive in its symbolic abstraction and its potential for logical and computational rigor. But mathematicians tend to …
Doing mathematics can be stimulating, deep, and sometimes fantastic. It can also be frustrating, impenetrable, and at times dispiriting. In her new co…
There is no shortage of books on the growing impact of data collection and analysis on our societies, our cultures, and our everyday lives. David Hand…
Category theory is well-known for abstraction—concepts and tools from diverse fields being recognized as specific cases of more foundational structure…
Introductory courses in discrete mathematics cover a variety of distinctive but interconnected topics, from the underpinnings of logic and set theory …
From an undergraduate perspective, coming from the rigid proofs and concrete constructions of middle- or high-school courses, the broad discipline of …
The institutional history of mathematics in the United States comprises several entangled traditions—military, civil, academic, industrial—each of whi…