Building Thinking Classrooms

My supervisor has been experimenting with a “Building Thinking Classrooms” (BTC) approach to teaching, so our department began the year by participating in a BTC-style activity: standing in small groups around the room, working on “non-routine” problems on chalk boards / white boards. It was certainly engaging, social, and compelling, but I was definitely missing quiet time to think deeply about the problems on my own. It also seemed nearly impossible to not be influenced by other groups, especially those who quickly arrived at a successful approach. In any event, it was a thoughtful way to start the year, and it led to some great, productive conversations.

Originally posted on Mastodon.

Appearing on MoMath’s QED

I’m excited to be the invited guest for the upcoming episode of QED, the monthly series on math and math education hosted by the National Museum of Mathematics. I’ll be joining David Reimann, the 2024-25 Visiting Professor for Public Outreach at MoMath, and the topic will be infinity! I’m looking forward to chatting about this endlessly fascinating topic, from the perspective of both a mathematician and a teacher.

The event will be held online, and you can find out more and register here.

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Profile on COMAP

I’m proud to be profiled on the COMAP blog, in an article that highlights the incredible work of our mathematical modeling group this past year. I’m grateful to the students for all their hard work, and to organizations like COMAP for creating opportunities to get students involved in applied mathematics and modeling. You can read the profile here.

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Workshop — Applying Math Through Modeling

Last night I ran a workshop for teachers about mathematical modeling. Modeling can be nebulous and overwhelming to those unaccustomed to applied math, so my goal was to give teachers an accessible introduction to the modeling process that allowed them to experience what distinguishes modeling from what might be considered “school math”.

The workshop was based on the work I’ve done building and running a mathematical modeling program at my school the past three years, where I’ve drawn heavily on resources from the Consortium for Mathematics and its Applications (COMAP) and modeling competitions like the MathWorks M3 Challenge.

Modeling is a wonderful way to get students doing authentic applied math, and even though I’ve got a lot to learn myself, I was happy to share what’s worked for me and my students as we have built our program.

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