Showing titles in Mathematics

Dive into the fascinating world of sentential logic! In this episode, we explore the foundations of propositional logic, the art of constructing truth tables, and how logical connectives like "and," "or," and "not" shape our reasoning. Whether you're a philosophy enthusiast, a math lover, or just curious about how we break down complex arguments into their simplest forms, this episode has something for you. Join us as we demystify logical syntax, discuss real-world applications, and share tips for mastering the rules of inference. Perfect for students, logic geeks, or anyone looking to sharpen...

Rounding Up Season 3 | Episode 6 – Argumentation, Justification & Conjecture Guests: Jody Guarino and Chepina Rumsey Mike Wallus: Argumentation, justification, conjecture. All of these are practices we hope to cultivate, but they may not be practices we associate with kindergarten, first-, and second-graders. What would it look like to encourage these practices with our youngest learners? Today we'll talk about this question with Jody Guarino and Chepina Rumsey, authors of the book Nurturing Math Curiosity with Learners in Grades K–2. Welcome to the podcast, Chepina and Jody. Thank you so ...

It’s fair to say that enjoyment of a podcast would be severely limited without the human capacity to create and understand speech. That capacity has often been cited as a defining characteristic of our species, and one that sets us apart in the long history of life on Earth. Yet we know that other species communicate in complex ways. Studies of the neurological foundations of language suggest that birdsong, or communication among bats or elephants, originates with brain structures similar to our own. So why do some species vocalize while others don’t? In this episode, Erich Jarvis, who ...

Can AI do our jobs better than we can? Let’s test it! You might have noticed that this episode got off to a strange start… who were those people talking anyway? That, my friends, was Google NotebookLM’s best shot at recording this very podcast. In it, two AI-generated guests conduct an ironic “deep dive” into the topic we are discussing in this episode: whether AI will come to replace certain jobs and how it will change existing jobs in our healthcare system and beyond. For this episode, we had the pleasure of hosting Dr. Marylyn Ritchie, a Professor of Genetics and the Director of ...

Mike and Franklin discuss their recent fundraising experience with Extra Life, an organization that since 2008 has raised over $120 million for Children's Miracle Network.

“Fragen an die KI-ChatGPT”: Eine faszinierende Reise durch die Welt der Ideen und Fragen – heute mit dem Thema “Der Zirkus oder Circus”!Begleite uns seit dem 1. März 2024 auf eine spannende Entdeckungsreise, bei der ChatGPT und Boris Bärmichl, der TechnologieScout, im Studio aufeinandertreffen. Gemeinsam erkunden sie die tiefgründigsten Themen – von Künstlicher Intelligenz bis hin zu philosophischen Fragen. Hier wird nichts ausgelassen! 🚀🤖🔍

Trigonometry is perhaps the most essential concept humans have ever devised. The simple yet versatile triangle allows us to record music, map the world, launch rockets into space, and be slightly less bad at pool. Triangles underpin our day-to-day lives and civilization as we know it. In Love Triangle, Matt Parker argues we should all show a lot more love for triangles, along with all the useful trigonometry and geometry they enable.

At its simplest, Bayes’s theorem describes the probability of an event, based on prior knowledge of conditions that might be related to the event. But in Everything Is Predictable, Tom Chivers lays out how it affects every aspect of our lives. He explains why highly accurate screening tests can lead to false positives and how a failure to account for it in court has put innocent people in jail. A cornerstone of rational thought, many argue that Bayes’s theorem is a description of almost everything. But who was the man who lent his name to this theorem?

Before John Glenn orbited the Earth or Neil Armstrong walked on the moon, a group of dedicated female mathematicians known as "human computers" used pencils, slide rules, and adding machines to calculate the numbers that would launch rockets and astronauts into space. Among these problem solvers were a group of exceptionally talented African American women, some of the brightest minds of their generation.

In Significant Figures, acclaimed mathematician Ian Stewart introduces the visionaries of mathematics throughout history. Delving into the lives of twenty-five great mathematicians, Stewart examines the roles they played in creating, inventing, and discovering the mathematics we use today. Through these short biographies, we get acquainted with the history of mathematics.

Mathematical Mindsets provides practical strategies and activities to help teachers and parents show all children, even those who are convinced that they are bad at math, that they can enjoy and succeed in math. Jo Boaler - Stanford researcher, professor of math education, and expert on math learning - has studied why students don't like math and often fail in math classes. She's followed thousands of students through middle and high schools to study how they learn and to find the most effective ways to unleash the math potential in all students.

How can you be 100 percent sure you will win a bet? Why did so many Pompeians stay put while Mount Vesuvius was erupting? Are you more likely to work in a kitchen if your last name is Baker? Ever since the dawn of human civilization, we have been trying to make predictions about what the world has in store for us. For just as long, we have been getting it wrong. In How to Expect the Unexpected, mathematician Kit Yates uncovers the surprising science that undergirds our predictions—and how we can use it to our advantage.

Bayes' rule appears to be a straightforward, one-line theorem: by updating our initial beliefs with objective new information, we get a new and improved belief. To its adherents, it is an elegant statement about learning from experience. To its opponents, it is subjectivity run amok. Sharon Bertsch McGrayne here explores this controversial theorem and the human obsessions surrounding it.

Guests: Erica Cartmill, Professor, Anthropology and Cognitive Science, Indiana University BloomingtonEllie Pavlick, Assistant Professor, Computer Science and Linguistics, Brown UniversityHosts: Abha Eli Phoboo & Melanie MitchellProducer: Katherine MoncurePodcast theme music by: Mitch MignanoFollow us on:Twitter • YouTube • Facebook • Instagram • LinkedIn • BlueskyMore info:Tutorial: Fundamentals of Machine LearningLecture: Artificial IntelligenceSFI programs: EducationDiverse Intelligences Summer InstituteBooks: Artificial Intelligence: A Guide for Thinking Humans by Melanie ...

Engineers, Finance, and IT Pros: Learn 50+ years of Real Economics in only 7 Weeks. Weekly with me. Learn more: apply.stevekeenfree.comOR Join ~10,000 others in downloading my free 'Funny Money' Bundle (2 books, worth $60): new.stevekeenfree.com--Who is Dr. Steve Keen?Dr. Steve Keen is an influential economist who has dedicated over 50 years to challenging mainstream economic theories. Since his days as a university student, he has been engaged in a David vs. Goliath battle against conventional economic models. Holding a Ph.D. in economics, Dr. Keen is well-known for his critical analysis and ...

Learning to teach math teachers better by engaging in a roundtable discussion around the 100th episode of the Teaching Math Teaching podcast, the opportunities to support fellow math teacher educators through financial giving, and the upcoming conference of the Association of Mathematics Teacher Educators in Reno, NV in 2025. Links from the episode Support the work of AMTE on Giving Tuesday (and beyond). (https://amte.net/support-amte) 2025 AMTE Annual Conference in Reno, Nevada, February 6-8, 2025 (https://amte.net/content/2025-annual-amte-conference) Mathematics Teacher Educator Podcast (...

Shakespeare's era was abuzz with mathematical progress, from the new concept of "zero" to Galileo's redraft of the heavens. Now, Rob Eastaway uncovers the many surprising ways math shaped Shakespeare's plays—and his world—touring astronomy, code-breaking, color theory, navigation, music, sports, and more.

Jede hinreichend dichte Menge von natürlichen Zahlen enthält eine arithmetische Progression, also eine Folge x, x+y, x+2y, x+3y, ... von beliebiger Länge. Und die Primzahlen tun das auch!

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. Leave us a voice message Find us on Twitter Send us an email

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