I Have a Little Bias: The Mathematics of Dreidel
The Math Club
It’s the holiday season, and Pete and Noah are getting into the festive spirit by looking at the math behind a favorite Hannukah game. Join our hosts as they delve into the probabilities of the dreidel and uncover a counterintuitive truth about its fairness. Whatever traditions you and your family look forward to at this time of year, we promise a lively and interesting time as we take this topic for a spin. Seasons Greetings! •
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Video Bonus: Finding Primo
The Math Club
In our last episode, finding Primo, Pete explained a couple of tests that mathematicians use when trying to decide if very large numbers are prime. We thought it might be helpful to see the math written down, so we put together this video bonus.
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Finding Primo: The Search for Very Large Primes
The Math Club
Have you heard the big news? There’s a new largest known prime number, and Noah wants to know how it was discovered. In this episode, Pete explains the various tests used to determine the primality of insanely large numbers, and there’s even a prime challenge for you to sink your teeth into.
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Talkin' 'bout My Generation: A Deep Dive into The Math Club
The Math Club
Are you ready to revisit the best of The Math Club? Pete and Noah share a trip down memory lane with a pair of special guests. But as they dive deeper into their past episodes, a nagging feeling grows harder to ignore.. Who are these mysterious guests, and what strange secret are they hiding from our hosts? Episodes we reference in our conversation:
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Elective Procedures: The Mathematics of Voting Systems
The Math Club
The memory of a restaurant-choosing game from grad school inspires Pete and Noah to look at different voting systems, and the math behind how they work to select a winning candidate. From standard majority rules to ranked choice to plurality with elimination, join our hosts for a lively (and timely) conversation about how our voting system can be just as important as our vote.
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Two Heads are Better Than One: A Counterintuitive Coin Flipping Problem
The Math Club
An unlikely string of coin flips leads to a conversation about a counterintuive puzzle that Pete found online. Join in on the fun as Pete and Noah dissect this problem, and talk about multiple ways to approach understanding its solution. • • • • •
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Mini Series
The Math Club
Hey Math Club... Pete and Noah need your help with a data mystery, so they put this mini-episode together. If you think you have any info that can help shed some light, drop us a line...
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Houston, We Have Some Problems: Currently Unsolved Math Questions
The Math Club
Unsolved. From the origin of Stonehenge, to the identity of Jack the Ripper, to the location of all those missing dryer socks, the world is full of unsolved questions. But what about math? Join Pete and Noah as they discuss some of the great unsolved problems facing mathematicians today.
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Making it Count: An Interview with MATHCOUNTS
The Math Club
Pete’s efforts to help Noah prepare for an upcoming math competition lead to a conversation with Kristen Chandler, the executive director of MATHCOUNTS. Join Pete and Noah as they learn about this fascinating organization that provides engaging math programs to middle school students around the country.
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Hire Order Thinking: Exploring Optimal Stopping Theory
The Math Club
A batch of almost perfect waffles leads Pete and Noah into an exploration of an interesting probability result. Come find out how, whether you’re eating breakfast or hiring a new employee, math is here to help you make the best choice.
info_outlineHey there, Math Club. We're taking some time off to spend the holidays with our families, so this week we have a rerun of last year's holiday episode... So Many Birds.
Season's Greetings! With the holidays on the horizon, a famous song leads Pete and Noah to talk about strategies for adding up long sequences of numbers. Come join the fun, and learn how a young Carl Gauss may (or may not) have done it. And if you're up for a challenge, we even "sum it up" with a special holiday puzzle for you to try.
• Brian Hayes's article in American Scientist
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