Giuliana Davidoff has coauthored Elementary Number Theory, Group Theory, and Ramanujan Graphs and, with the MHC mathematics department, Laboratories in Mathematical Experimentation: A Bridge to Higher Mathematics.

From catapulting gummy bears to demonstrate the fundamentals of experimental design to chairing national committees on undergraduate education, George Cobb finds better ways to teach statistics.

Want to explore the Poincaré Conjecture? Donal O'Shea wrote the book.

"The research I do is addictive," says Margaret Robinson, "because objects from other areas of mathematics arise like strange outcrops revealing
unexpected constituents in the rock of number theory."

Robert Weaver is working on a set of problems involving an infinite collection of periodic functions that arise from the composing of standard periodic functions in an unconventional way.

Alan Durfee's research interests span topology and algebraic geometry, problems in real algebraic geometry, mixed Hodge theory, intersection homology, knot theory, and Vassiliev invariants.