How to: organize a seminar or reading group

Here are some tips, garnered from my experience organizing a seminar (on “The Mathematical Experience” – the experience, not the book) a few years in a row. They supplement Asher Auel’s comments in an older post. I encourage anyone else who has organized a seminar or reading group to add comments and advice of their own.

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The Unbearable Ease of Being Overnetworked

When I started graduate school, the first piece of advice that I was given by a senior graduate student was to network as much as possible. Which, at the beginning of my graduate career, I replied, “What the hell am I supposed to talk to the gods of combinatorics about? How do I even summon them? Why would they care about what I think?” As it turns out, I found the best way to network is to attend conferences as much as possible as early as possible. That way, gods get converted to pretty eccentric human beings who are more likely to remember who you are. Personally, I find that attending smaller, specialized conferences is better for networking; larger AMS and MAA meetings give me too much anxiety and I end up hardly meeting many people.
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Changes to the Blog

You should have noticed a change to the look of the AMS grad blog. We have updated the theme. Also, when you click a post, you can find information about the author on the right-hand-side of the page below the AMS logo.

Please feel free to give us feedback regarding what you think about the new look.

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Why Am I?

Covered in chalk after every section? I think this is more of a rhetorical question… but I’d love to read your comments anyway!

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Review: Loving and Hating Mathematics

by Luke Wolcott

I recently finished teaching a summer program for advanced middle-schoolers; my job was to expose them to math they wouldn’t normally encounter in school.  Content-wise, this meant things like group theory, diophantine equations, egyptian fractions, elementary number theory, etc.  But I also took this as an opportunity to expose them to a mathematical lifestyle.  We explored, we followed our curiosity, we researched.

My students loved to hear about the history behind the math – especially the personal stories.  The stories that a community carries are instrumental in defining and transmitting the values and norms of that community.  Sure, some of them are apocryphal, some are most certainly false.  But I couldn’t resist.  I told the legends of Ramanujan, Galois, Cantor, Descartes, Erdos, Noether, etc., enthusiastically blending facts and myths.

While these math legends are entertaining, popular, and often inspiring, they are problematic as a basis for transmitting cultural norms, and as a framework for embedding the math community within society as a whole.  Reuben Hersh and Vera John-Steiner, in “Loving and Hating Mathematics,” directly address these issues, and, through a substantial amount of biographical data, fill in the gap between math legend and math reality.

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