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Inventare la Matematica - Storie di matematiche e matematiciLa serie, prodotta dal Laboratorio FDS del Dipartimento di Matematica in collaborazione con METID - Politecnico di Milano, ha come obiettivo la divulgazione della matematica - senza formule - attraverso le biografie di alcuni dei suoi protagonisti, non tutti noti al grande pubblico. Le prime 4 puntate sono dedicate a quattro grandi matematiche, tutte vissute prima che la carriera accademica fosse aperta alle donne. Ogni puntata ne presenta i tratti essenziali e ne approfondisce in modo semplice, in forma di dialogo con un esperto, ...

What If the Real Problem… Is Math Itself? As a substitute teacher, homeschooling parent, and unapologetic cultural critic, Theo Rhising takes a blowtorch to the sacred cow of compulsory math—revealing how this outdated rite of passage crushes curiosity, squanders youth, and props up a system more concerned with compliance than critical thinking. Why are teens still forced through years of abstract math they'll never use—trig, calculus, polynomials—while graduating clueless about taxes, budgeting, or building a life that actually works? Why is math treated as sacred when, for most, ...

At first glance, the concept of equality in maths seems unambiguous. When we see the equality sign, we think of 'solving for x' or balancing two sides of an equation or maybe even the many famous equations that make use of this elegant, innocuous symbol: =. But between those parallel lines lies a mathematical playground of choice and abstraction, leading to far greater insight than you could have dreamed.

The text has been written using precise mathematical language that makes the text easy to read. We have provided all the tools students need to develop his skills. Each section begins with the introduction of concepts followed by examples with worked-out solutions. The concepts are carefully explained in simple language for you to understand the concepts. There are exercises for you to practice, and help you sharpen your understanding of the concepts. Every chapter ends with a set of review exercises. The set of review exercises gives you the opportunity to see where you need additional ...

In this episode of Breaking Math, hosts Autumn and Gabriel explore the innovative intersections of fire science and technology with experts Amy Mensch and Ryan Falkenstein-Smith who work at NIST. They discuss the groundbreaking photoacoustic technique for measuring soot deposition, its applications in fire safety and forensic investigations, and the broader implications for fire research. The conversation highlights the importance of integrating advanced technologies into firefighting and the potential for future developments in the field.You can learn more about Time at time.gov and NIST at ...

Der Mathematiker John von Neumann macht sich im 20. Jahrhundert in der Funktionalanalysis, der Quantenmechanik und der Informatik einen Namen. Außerdem begründet er die Spieltheorie, die menschliches Verhalten vorauszusagen versucht – beim Poker, in der Wirtschaft und im Krieg. Die Folge des „Eigenraum“-Podcasts mit Manon könnt ihr euch hier anhören. Manons „Spektrum“-Artikel zum Langlands-Programm lest ihr hier. Die Folge des „Spektrum“-Podcasts, in der Manon über das Langlands-Programm spricht, findet ihr hier. Die „Sherlock Holmes“-Kurzgeschichte „Das letzte Problem...

🎙️ Aujourd'hui, on parle d'Euclide d'Alexandrie, dont le nom résonne encore aujourd'hui, en particulier à travers son écrit le plus mémorable, les Eléments.#Euclide #maths #vulgarisationScience Infuse : https://podcasts.toutsavoir.fr/studio-biloba-science-infuse Pour retrouver mon travail :📽️ sur YouTube : https://www.youtube.com/channel/UCpbU7mXDloketKRA92AcW7Q?view_as=subscriber 💼 sur mon site : www.mathsentete.fr Mon TIPeee pour soutenir mon travail sur le podcast : https://fr.tipeee.com/maths-en-tete Les sources viennent d'ici : Google Doc Musiques : Pada & ...

¡Conoce a la próxima generación de innovadores de la IA! En este episodio de Sintonía, nos volvemos a sentar con las brillantes mentes de investigadores/as predoctorales de DASCI y algunos/as de sus tutores/as, para que nos cuenten con un poco más de detalle acerca de sus investigaciones. En este segundo episodio hablamos con Jacinto Domínguez Rull y su investigación sobre IA aplicada a la agricultura, en concreto a la detección de enfermedades de la vid y su uso en la producción vinícola.Este podcast es parte del Proyecto “Inteligencia Artificial Ética, Responsable y de ...

“3 Math Rules That Never Expire” series, Jonily Zupancic unpacks the timeless power of “Multiplication is Rectangle.” Discover how this one concept—taught with visual models, grid paper, and even scissors—transforms understanding from 1st grade to high school algebra. You’ll hear how multiplication connects to skip counting, area, and even factoring binomials like (x+2)(x+3)(x+2)(x+3)(x+2)(x+3). Whether you're teaching 7×8 or 27×18, you'll learn how to make math visual, conceptual, and unforgettable.🎧 Tune in for: • Why expired math rules fail students • How to teach ...

人類的高峰，又豈止於一座山？從太空到土地權，再到一座地球上離太空最接近的山。

Comunicare é un'abitudine essenziale per ogni forma di vita. Le cose si complicano quando il nostro interlocutore é una macchina.http://cervellogico.com

In this episode I interview Dr Mathias Foo about his fascinating research on controlling river systems, implementing control systems using DNA, and gene network rewiring. Basically applying control to a bunch of different systems that you weren’t expecting. Connect with me and with the podcast!LinkedIn: https://www.linkedin.com/in/lucy-hodgins-733a30175/X: https://x.com/coffee_ctrl_podBluesky: https://bsky.app/profile/coffee-and-control.bsky.socialInstagram: https://www.instagram.com/coffee_and_control_podcast/ ReferencesDr Mathias Foo: https://warwick.ac.uk/fac/sci/eng/people/...

Brian is a logician pilot with linguistic insights. We will delve into: - why to keep logicians alive - what to put on aviation checklists - where humor influences education - how to ignore people better thanks to linguistics Startovač: https://www.startovac.cz/patron/misto-problemu/ FB page: https://www.facebook.com/mistoproblemu Web: https://www.mistoproblemu.cz/ Timestamps: (0:00) introduction (2:56) Russell's Paradox and the Hilbert program (12:28) the importance of logic (17:21) engineering versus logic (30:08) the philosophy of safe flying (42:15) skillsets for different planes (...

歡迎嚟到 搞乜咁科學 GMG Science 第36集！今集嘅主題係《浴簾貼大腿與望落似貓女Shower Curtain Sticks & Female Cat Trick 🚿》！Keith會講點解你條浴簾可以解釋到飛機點飛上天。✈️Abellona會講點解有d貓，單憑毛髮就知佢係女仔？🐈喂！好奇心，係時候醒喇 :)Social Media:科學一齊搞 Got Something for GMG - 有咩想同我哋講都可以係度share㗎: http://hello.gmgscience.com/搞乜咁科學網頁: http://www.gmgscience.com搞乜咁科學 IG: http://www.instagram.com/gmgscience搞乜咁科學 YouTube: https://...