Mostrando títulos en Matemáticas

Through entertaining stories, surprising real-world examples and a cast of unforgettable characters, Mapmatics helps us to appreciate the mathematical methods and ideas behind maps. And, by illuminating how our world works, leaves us better equipped to understand and look after it.

Award-winning mathematician Noah Giansiracusa explains how the tech giants and financial institutions use formulas to get ahead—and how anyone can use these same formulas in our everyday lives. You’ll learn how to handle risk rationally, make better investments, take control of your social media, and reclaim agency over the decisions you make each day.

As cognitive psychologist Brian Butterworth shows us in Can Fish Count?, many “simple” animals - such as bees, which count trees and fence posts, and guppies, which can size up groups - have a sense of numbers. And unlike humans, they don’t need to be taught. In telling animals’ stories, Butterworth shines new light on one of our most ancient questions: Just where, exactly, do numbers come from?

Raising students' math achievement doesn't mean ripping up your planning book and starting over. In Accessible Mathematics Steven Leinwand shows how small shifts in the good teaching you already do can make a big difference in student learning. Steve focuses on the crucial issue of classroom instruction. He scours the research and visits highly effective classrooms for practical examples of small adjustments to your teaching that lead to deeper student learning in math. Some of his 10 classroom-tested teaching shifts may surprise you and others will validate your thinking.

This book shows how to do mental math with methods designed to simplify basic math for fast and easy calculations. Basic operations covered are addition, subtraction, multiplication, and square roots. Example problems are completed with answers for practice and improving your memory. Large and small number problems are included with real life sample problems. Exact and fast approximation techniques are shown.

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 ...

In this book, we will explore the history, the properties, and the applications of blank, the first number. Blank is not just a symbol or a placeholder. It is a number that represents the absence of quantity, the origin of counting, and the foundation of arithmetic. Blank is also a concept that has profound implications for logic, algebra, geometry, calculus, and even physics and cosmology.

Leading for Organisational Change is an intelligent and practical guide to the human side of merger integration and other organizational change. Building a clear sense of common purpose and then reinforcing it through storytelling can underpin the success of an integration or significant change program. Pulling together the best thinking from neuroscience, psychology, business, and her rich personal experience in 20 years of leading change projects in professional services organizations and other people-centered businesses, author Jennifer Emery presents a framework for change.

Daily podcast about the published articles in the LLM field.

In this episode, Anna speaks with Madhavan (Maddy) Malolan from Reclaim Protocol about his work on zkTLS and its applications in web data verification. Maddy shares the journey of building Reclaim, from initial attempts at implementing DECO to developing their current proxy-based solution. The conversation explores the technical challenges of implementing zero-knowledge proofs for HTTPS connections, comparing proxy and MPC approaches, and discussing security considerations. Maddy explains how Reclaim is bringing ZK technology to mainstream applications, focusing on three key verticals: ...

In this week's episode we look at the life an works of the Great Archimedes. A man who was so much more than what we all think, and we all think quite highly of him. But let's look behind the claw, the screw and the lever and find out who was the mathematician behind the engineer. You can also find my debut YouTube video about the Quadrature of the Parabola here: @Un-Applied-Maths https://www.youtube.com/channel/UCG-SNPXWN-Q3YxLp_R https://www.youtube.com/channel/UCG-SNPXWN-Q3YxLp_RiDaAQ The Music was: "Danse Macabre - Finale" Kevin MacLeod (incompetech.com) Licensed under Creative ...

From sunny parks to banquets in castles – come with us on an exciting adventure in Oslo as we join the celebrations for the 2025 Abel Prize! We meet Masaki Kashiwara, winner of this year's prize, who tells us about the importance of collaborations and creating new things. Ragni Piene, previous chair of the Abel Prize Committee, gives us a look behind the scenes. And Andrea D'Agnolo, one of Masaki Kashiwara's most recent collaborators, celebrates his friend and fellow bridge-builder between mathematical worlds. You can read more about Masaki Kashiwara's work in our article, and ...

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

━━*＼こんな番組／*━━ お笑い芸人と数学教師の二刀流で活躍中のタカタ先生が算数が「不安」なあなたを 算数「ファン」に変えちゃう番組です。是非お聴きいただき、 お子さんへ算数の楽しさを伝えてくださいね！ 質問や感想も随時受付中！ Xにて「 #算数わくわく」でポストしてください。 時々、LINEのオープンチェットで寄せられた質問にもお答えしますよ! ▶ ▶▶今回のあらすじ◀◀◀ 今回は位相幾何学パート2！紙とペンを用意...

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://...