Interview with a mathematician: Barry Mazur

Barry Mazur is the Gerhard Gade University Professor in the Department of Mathematics at Harvard University.  Barry is one the world’s leading experts on number theory, and his work focuses on Diophantine geometry and elliptic curves. His research in topology is also legendary, and he settled the generalized Schoenflies problem as a doctoral student. He is highly awarded,… Read More Interview with a mathematician: Barry Mazur

Interview with a mathematician: Jordan Ellenberg

Jordan Ellenberg is the John D. MacArthur and Vilas Distinguished Achievement Professor of Mathematics at the University of Wisconsin, Madison. He works in arithmetic algebraic geometry, and is well-known for his research connecting geometry, number theory, and topology. He is highly awarded, and is a Fellow of the American Mathematical Society, as well as a Guggenheim and… Read More Interview with a mathematician: Jordan Ellenberg

Interview with a mathematician: Alejandro Adem

I’m pleased this week to present my interview with Alejandro Adem, Canada Research Chair in Algebraic Topology at University of British Columbia. Alejandro was born in Mexico City and completed his doctorate at Princeton University. Not only is he a stellar mathematician, but he is the CEO and Scientific Director of Mitacs Canada. Mitacs is a… Read More Interview with a mathematician: Alejandro Adem

Mashup: PBS Infinite Series, NSERC, and Anna Magnani

January is one of my busiest months behind September. I’m focusing my energy now on NSERC evaluations, writing my book on graph searching, pursuing my research program, and working with graduate students. I’m also Associate Dean and teaching a course, so things are hectic (the question really is, when are they not?). For this blog, I… Read More Mashup: PBS Infinite Series, NSERC, and Anna Magnani

Interview with a mathematician: Ingrid Daubechies

Ingrid Daubechies is the James B. Duke Professor of Mathematics and Electrical and Computer Engineering at Duke University. Her doctoral work was in physics, focusing on the mathematics of quantum mechanics. She is best known for her discovery of compactly supported continuous wavelets, now called Daubechies wavelets. Her work has found broad application to signal and image processing,… Read More Interview with a mathematician: Ingrid Daubechies