When I researching for my series of posts on conditional convergence, especially examples related to the constant, the reference Gamma: Exploring Euler’s Constant by Julian Havil kept popping up. Finally, I decided to splurge for the book, expecting a decent popular account of this number. After all, I’m a professional mathematician, and I took a graduate level class in analytic number theory. In short, I don’t expect to learn a whole lot when reading a popular science book other than perhaps some new pedagogical insights.
Boy, was I wrong. As I turned every page, it seemed I hit a new factoid that I had not known before.
In this series, I’d like to compile some of my favorites — while giving the book a very high recommendation.
I'm a Professor of Mathematics and a University Distinguished Teaching Professor at the University of North Texas. For eight years, I was co-director of Teach North Texas, UNT's program for preparing secondary teachers of mathematics and science.
View all posts by John Quintanilla
Published
One thought on “What I Learned from Reading “Gamma: Exploring Euler’s Constant” by Julian Havil: Part 5”
Mean Green Math 
One thought on “What I Learned from Reading “Gamma: Exploring Euler’s Constant” by Julian Havil: Part 5”