検索キーワード： 数学

Data Science Leaders: The premiere podcast for executives tackling the world’s most important challenges with the power of machine learning and artificial intelligence. Join host, Thomas Been, as we interview pioneering data science leaders and industry watchers to unearth the secrets to driving transformative business outcomes—and avoiding a myriad of pitfalls—with the latest ML & AI technologies. Our conversations are full of real stories, breakthrough strategies, and unique insights to help you build your own model for enterprise data science success.

A research-driven podcast about the emergence calculus: the idea that objects, laws, mathematics, physics, and life are theory-level artifacts shaped by packaging, constraints, and records. Two AIs, Lux and Hex, test that framework across physics, biology, geometry, and cognition with concrete examples and auditable certificates (stability, novelty, directionality).

Der Zufall regiert unsere Welt. Mit welchen Zahlen man morgen im Lotto gewinnt oder wo es in zwei Jahren regnen wird, ist reine Glückssache. Trotzdem gehen wir davon aus, dass sich die Welt an berechenbare Naturgesetze hält wie eine Uhr, in der ein Zahnrad das nächste bewegt. Wenn man sich auf die Suche nach den wissenschaftlichen Wurzeln des Zufalls begibt, stößt man auf Schmetterlinge, die mit einem Flügelschlag den Lauf der Welt verändern, auf winzige Teilchen, die ihre Eigenschaften ganz zufällig festlegen, und auf genetische Mutationen, die das Leben in neue Bahnen lenken.

We often treat data cleaning as a neutral step.Delete missing rows. Fill gaps with the mean. Move on.But cleaning is not neutral. It is a modeling decision.In this episode, we unpack the statistical consequences of deletion and simple imputation, and why what looks “clean” can fundamentally alter your estimand, distort variance, and bias inference.We walk through:The formal role of the missingness indicatorThe difference between MCAR, MAR, and MNARWhy complete-case analysis is rarely as safe as it seemsHow mean imputation collapses variance and attenuates regression slopesWhen multiple ...

The Random Pattern explores the uneasy space where mathematics collides with human intuition. Every week, we examine randomness, probability, and the persistent belief that hidden systems govern events that are, in reality, independent and unpredictable. From lottery strategies and coincidence theories to cognitive bias and statistical illusion, this podcast asks a simple question: Why does the human mind insist on finding meaning where mathematics says none exists? Rather than promising predictions, we break down the structure of uncertainty itself. Using clear explanations of probability, ...

From the coauthor of Algorithms to Live By, an exploration of the quest to use mathematics to describe the ways we think, from its origins three hundred years ago to the ideas behind modern AI systems and the ways in which they still differ from human minds. Everyone has a basic understanding of...

Get Into STEM is a new podcast supporting Australian educators to engage every student in meaningful STEM learning, regardless of background, ability, or experience. Join STEM educator, writer, and creative Michelle Hamill in season one as she chats with guests about creating neuro‑affirming STEM classrooms, the role of school leaders in STEM education, citizen science in schools, and the opportunities and resources available across the STEM education landscape.

What if meaning is not an illusion, but a missing dimension? Modern science describes the world with extraordinary precision, yet it struggles to account for one of the most influential forces shaping human behavior: meaning. Beliefs, intentions, symbols, and narratives guide perception, constrain action, and stabilize shared reality—yet they resist full explanation in terms of space, time, and energy alone.

脳はどう心を生み出すのか?数学、物理学、脳科学を横断しながら、脳と心の仕組みを解き明かす過程でたどり着いたのは「カオス理論」だった。

BRIEF ANSWERS TO THE BIG QUESTIONS, the final book from Stephen Hawking is a personal view on the challenges we face as a human race, and where we, as a planet, are heading next உலகின் மாபெரும் சிந்தனையாளர்களில்...

Les mathématiques sont partout dans notre quotidien. Même dans les objets les plus ordinaires : une robe, un ballon, un jeu vidéo… Au fil des expositions de la Maison Poincaré, plongez dans l’univers passionnant des maths. Accompagnée de mathématicien-nes, de chercheur-euses, de designers, la journaliste Alice Deroide remonte la piste des formes, des calculs qui se dissimulent derrière tous ces objets de notre quotidien.L’oreille mathématique : quand les objets de notre quotidien racontent les maths. Un podcast de la Maison Poincaré, le musée où les maths prennent vie.Écrit...

Siemanko.Każdy piątek, 19:00. Program satyryczny.Biznesowo 👉 tetrycyyt@gmail.com

We are a new bi-weekly podcast where logic, mathematics, philosophy, and computer science meet. aboutlogic features in-depth conversations with people working in and around the foundations of these subjects. We talk about topics ranging from the foundations of computer science and set theory to critical thinking, puzzles, and what academic life is really like—its motivations, frustrations, and surprises.

Brought to you by Penguin. Is this the game you want to be playing? Scoring systems are everywhere. Underpinning our daily lives – whether it’s the fit bits on our wrists, likes on social media, and even school rankings – they have become pervasive and increasingly dangerous, warping our...

Dive into the world of conversational AI with ChatGPT for Beginners and Dummies by Sofia Hartwell. Whether you’re a total newcomer or a curious professional, this straightforward guide breaks down everything you need to know about ChatGPT—no prior experience required.

What if numbers are not the building blocks of the universe—but reflections of the human mind? For over two thousand years, the Pythagorean vision has shaped our understanding of the cosmos: a universe ruled by harmony, order, and mathematical law. From the “music of the spheres” to modern physics, the idea that reality can be perfectly described by numbers has guided both science and philosophy. Yet as quantum mechanics, neuroscience, and information theory now suggest, this vision may be an exquisite illusion.

Can one prove that 1 + 1 = 2? How long is the coastline of Britain? Which US president proved Pythagoras's theorem on right-angled triangles? Who originated the quadratic equation we learned at school? In how many ways can you tile your bathroom? Is there a formula for prime numbers? How often are two winning lottery numbers consecutive? Who was the witch of Agnesi? What is "the most important theorem in mathematics"? Who scratched mathematical equations on a Dublin bridge? What is a "space-filling curve"? Must all infinities be the same size?

Benvenuti su EnigMatematica, il podcast che esplora i misteri più affascinanti della matematica, lì dove i numeri smettono di essere calcoli e diventano filosofia, ossessione e bellezza. Dalle antiche lettere di Eulero alla potenza dei moderni supercomputer, analizziamo le congetture che hanno sfidato i geni più brillanti della storia. Ogni episodio è un viaggio tra logica pura e dramma umano, per scoprire cosa si nasconde dietro l'ordine apparente dell'universo. Unisciti a noi per decifrare l'indecifrabile."Diventa un supporter di questo podcast: https://www.spreaker.com/podcast/...

Benvenuti su L'EnigMatematica, il podcast che esplora i misteri più affascinanti della matematica, lì dove i numeri smettono di essere calcoli e diventano filosofia, ossessione e bellezza. Dalle antiche lettere di Eulero alla potenza dei moderni supercomputer, analizziamo le congetture che hanno sfidato i geni più brillanti della storia. Ogni episodio è un viaggio tra logica pura e dramma umano, per scoprire cosa si nasconde dietro l'ordine apparente dell'universo. Unisciti a noi per decifrare l'indecifrabile." Video su youtube: https://youtube.com/@enigmatematicax?si=Q9zrMkntWOcOa9fi

Une rencontre inattendue entre raison et rime: dans La géométrie en vers techniques, Lyon Des Roys rassemble les notions de la science des figures en une suite de vers précis et mémorables. Définitions, principes et méthodes se déroulent avec une cadence qui guide, fixe la mémoire et éclaire l’esprit.