Interview at Math Frolic!

I greatly enjoyed being a part of Shecky Rieman’s  interview series at Math-Frolic!

http://math-frolic.blogspot.com/2012/10/patrick-honner-of-mrhonner.html

Shecky asked a number of thoughtful questions which were fun for me to ponder and respond to, including questions about my take on the “Is Algebra Necessary?” debate and my series of posts on the quality of New York State Regents exams.

There series also includes interviews with other interesting figures in math and math education, like James Grime, John Golden, and Sol Lederman.

Thanks to Shecky for putting together such a nice series!

TIME 2000 Conference

I will be running workshops for students at the upcoming TIME 2000 conference at Queens College.

This conference showcases the TIME 2000 program at Queen’s College, which supports undergraduate students in studying mathematics and math education.  Renowned math educator Dan Meyer will be giving the keynote address.

The conference is Friday, November 16th, and is open to high school students who are considering mathematics education as a possible career.

Challenging Math Problems

This is a great collection of fun, rich, and challenging math and physics problems from the Physics Department at Harvard:

http://goo.gl/jlsgA

There are 90 problems here, all of which were “Problems of the Week.”

Along with some classics like The Counterfeit Coin, The Game Show, and Letters and Envelopes, there are some really interesting and creative problems like finding the moment of inertia of a fractal and measuring the time between simultaneous claps.  Solutions to the problems are all available on the website, as well.

Guest Post for Moebius Noodles: Mathematical Weaving

It was an honor to contribute a guest post to Moebius Noodles, a wonderful project focused on creating resources that provide rich mathematical experiences for young children.

After seeing my TED Talk on Creativity and Mathematics, Maria Droujkova, one of the authors of Moebius Noodles, contacted me and asked if I would put together a piece about how I use weaving to explore mathematical ideas.

My piece is titled “Weaving Your Way Through Mathematics,” and can be found on the Moebius Noodles website.

http://www.moebiusnoodles.com/2012/07/weaving-mathematics/

More resources on mathematics and weaving can be found here.

https://mrhonner.com/weaving/

Storytelling, Teaching, and Mathematics

This short list of “Pixar Story Rules” from Pixar story artist Emma Coats offers a fun look into the mind of a story-teller, as well as a surprising source of mathematical problem-solving and teaching advice!

These particular story rules sound remarkably similar to techniques of mathematical exploration.

#7   Come up with your ending before you figure out your middle.

#9   When you’re stuck, make a list of what WOULDN’T happen next.

#10   Pull apart the stories you like.

#11   Putting it on paper lets you start fixing it.

#20   Exercise:  take the building blocks of a movie you dislike.  How would you rearrange them into what you DO like?

Working backwards, proof by contradiction, taking apart things you understand and trying to put them back together, getting your hands dirty by working out the details–these are all common and useful techniques in exploring and understanding mathematical ideas.

And as a friend pointed out, writing a story is indeed a kind of problem-solving; maybe it’s not so surprising how much that process shares in common with mathematics.

And as a teacher, the following two really resonate, for obvious reasons!

#2   You gotta keep in mind what’s interesting to you as an audience, not what’s fun to do as a writer.  They can be very different.

#1   You admire a character for trying more than for their successes.

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