検索キーワード： 数学

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。

考える力・創造する力が育つ AIとも仲良くできる　数学は、君が幸せに生きていくための、魔法の言葉だ!数学ぎらいなんてもったいない!

複雑系は、科学が築きあげてきた「近代のパラダイム」を根底から覆した。人間の予想とはかけ離れた、しかし自然のなんらかの真理を表している複雑系が、科学の王道からこぼれ落ちた人々によって発見されていくさまを…

ペンローズが追い求めた「驚きの図形」が見つかった！世界中の数学ファンを熱狂させたペンローズ・タイルの発表（1974年）から半世紀──。

仕事も勉強も！　「小学校の算数だけで大丈夫！」偏差値35から東大合格、シリーズ43万部！◆「1/3で割る」の意味、わかりますか？◆たとえば「6÷3」を考えてみましょう。

ニューヨーク・タイムズベストセラー！テクノロジーの加速度的な進歩による人間社会の変化を予測して、ことごとく的中させてきたカーツワイルの最新話題作が、ついに日本上陸。彼が予測するAIが人間の知性を超える2029年はあと5年後に迫っている。

統計・確率・期待値・平均値など、ビジネスでも使える「算数の基礎」を学び直し。数的思考をアップさせ、数字が読める大人になる！

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。 番組ホームページ　https://rkb.jp/radio/wakuwaku/ タカタ先生X　https://x.com/takatasenseiw LINEオープンチャット　https://line.me/ti/g2/5B_2SEri23uXODijVnox7npeJ7MXDnxlbGqDgQ?utm_source=invitation&utm_medium=...

ApplePodcast数学1位。数学ナビゲーターしみに、理系出身文系就職のゆとがナビゲートされちゃう数学ラジオです。たまにゆとが話し手になるゆる物理学ラジオやゆるプログラミングラジオ。 最近は同じコンビでこの番組ではなく、生成AIをテーマにした番組「AIとあと1歩仲良くなりたいあなたへ－親友はAIラジオ」を配信中！こちらもぜひ聴いてみてください🎧 ▽ 親友はAIラジオ https://podmate.coenoma.com/p/shinyuai ▽ 公式サイト https://podmate.coenoma.com/p/...

Nick Ledger investigates how mathematics revolutionized finance, social science, and medicine—then examines spectacular failures when elegant models crash into messy reality. From Wall Street meltdowns to polling disasters and hospital metrics gone wrong, he explores what true numeracy means. For more content like this, visit QuietPlease.ai

Nick Ledger explores minimization across math, privacy, and strategy, arguing that subtraction is the most undervalued competitive advantage. Through burritos, dating apps, and bloated org charts, he reveals why we hoard complexity and how stripping away excess unlocks creativity, clarity, and real power in business and life. For more content like this, visit QuietPlease.ai

Scheduling feels simple until you try to do it well. Nick Ledger reveals why assigning time to competing demands is mathematically brutal, psychologically deceptive, and secretly running everything from operating rooms to your calendar—and what happens when the math breaks. For more content like this, visit QuietPlease.ai

Felix Mercer explores algebra as humanity's powerful tool for abstraction, tracing its journey from ninth-century Baghdad through symbolic revolution to modern thought. Discover how reasoning about unknowns transformed mathematics, unlocked calculus and computer science, and trained minds to solve problems far beyond numbers. For more content like this, visit QuietPlease.ai

Felix Mercer explores linearization—the mathematical technique of approximating curves with straight lines. Discover where this powerful shortcut illuminates reality, where it fails, and what sophisticated tools mathematicians deploy when the world won't cooperate. For more content like this, visit QuietPlease.ai

Propagation takes you inside the mathematics of spreading—from cloned orchards to pandemic curves to viral memes. Host Felix Mercer reveals the universal network rules that determine what spreads exponentially and what dies out. For more content like this, visit QuietPlease.ai

Felix Mercer examines how a placeholder symbol revolutionized human thought, transforming mathematics from arithmetic into algebra. This series unpacks why thinking with variables represents one of our most powerful cognitive tools. For more content like this, visit QuietPlease.ai

Felix Mercer investigates probability as both humanity's sharpest reasoning tool and our most reliable source of error. Discover why our brains fail at chance, explore competing mathematical frameworks for uncertainty, and learn how probabilistic thinking transforms decision-making. For more content like this, visit QuietPlease.ai

Calculus isn't just equations—it's humanity's toolkit for understanding change, optimization, and accumulation. Join Felix Mercer as he explores how this mathematical framework shaped history, powers AI and business strategy, and offers transformative thinking beyond the classroom. For more content like this, visit QuietPlease.ai

When does "close enough" actually beat perfect? Felix Mercer unpacks the hidden power of approximation across math, algorithms, and decision-making—revealing why rough estimates and satisficing choices often outperform the exhausting hunt for exactness. For more content like this, visit QuietPlease.ai

Enumeration is the rigorous discipline of systematic counting. Host Felix Mercer reveals how exhaustively considering every possibility transforms problem-solving across mathematics, computer science, and strategic thinking. Each episode examines this deceptively simple art with precision. For more content like this, visit QuietPlease.ai

Host Nick Ledger uses the mathematical concept of gradient to decode how slopes shape strategy and progress. Each episode explores different dimensions—from finding your steepest path to improvement, to understanding why organizations change at different speeds, to calculating the true cost of rapid advancement. For more content like this, visit QuietPlease.ai

Nick Ledger explores queueing theory—the math explaining why lines form and wait times explode. From Little's Law to the 90% capacity breaking point, discover how equations govern restaurants, call centers, and traffic. For more content like this, visit QuietPlease.ai

Vòng 2 giải VĐQG hứa hẹn mang đến nhiều trận cầu hấp dẫn khi các đội bóng hàng đầu đều muốn khẳng định vị thế. Phong độ hiện tại cho thấy sự ổn định của những ứng viên nặng ký, trong khi các tân binh vẫn đang tìm cách thích nghi với nhịp độ giải đấu. Lịch thi đấu có phần khó khăn với một số đội bóng khi phải làm khách trên sân đối thủ có hàng thủ chắc chắn. Mặc dù không đề cập sâu về các yếu tố cá cược, nhưng tỷ lệ kèo nhà cái vẫn ...

Chào mừng bạn đến với tập đầu tiên của series podcast chuyên sâu về bóng đá. Trong hành trình tám phần sắp tới, chúng ta sẽ cùng phân tích, nhận định về các giải đấu lớn, cập nhật phong độ đội bóng, cũng như những chuyển động quan trọng trên thị trường cầu thủ. Series hướng đến việc mang đến góc nhìn toàn diện, khách quan về sân cỏ, giúp người nghe có cái nhìn rõ nét và sâu sắc hơn về môn thể thao vua. Đặc biệt, trong mỗi tập, chúng tôi sẽ đề cập ...

This audiobook is about luck, or more precisely, how we perceive and deal with luck in life and business. It is already a landmark work, and its title has entered our vocabulary. In its second edition, Fooled by Randomness is now a cornerstone for anyone interested in random outcomes.

待望の数学系Podcast٩( ᐛ )و 人よりちょっと数学を使いこなしてきたゆとと、数学の雑学やクイズを楽しむラジオです。高IQのくせにぜんぜん間違ってたり、いい感じにひらめいたりする思考プロセスをそのままお届けします。 ※番組名を「ゆる数学ラジオ」から「ゆるい数学脳トレラジオ」に変更しております。 ▽友人との2人数学トーク「ゆる数学ラジオ」はこちら ・Spotify https://spoti.fi/3or1hSE ・Apple https://apple.co/35Sgnue ▽その他ゆとが...

「医学部に行きたい…。でも、ハードルが高くて不安。」 そんなあなたをサポートするために、この番組は生まれました。 この番組のパーソナリティである上谷は、地方の小さな村で育ち、塾や予備校のない環境で医学部を目指しました。しかし、十分な学習環境が整っていなかったため、夢を断念せざるを得なかったという苦い経験があります。だからこそ、同じように進学や勉強方法に悩む全国の受験生や保護者の方々が、迷うことなく...

Infinite Powers recounts how calculus tantalized and thrilled its inventors, starting with its first glimmers in ancient Greece and bringing us right up to the discovery of gravitational waves. Strogatz reveals how this form of math rose to the challenges of each age: how to determine the area of a circle with only sand and a stick; how to explain why Mars goes "backwards" sometimes; how to turn the tide in the fight against AIDS.    

Max Tegmark leads us on an astonishing journey through past, present and future, and through the physics, astronomy and mathematics that are the foundation of his work, most particularly his hypothesis that our physical reality is a mathematical structure and his theory of the ultimate...

If you move at high speed, time slows down, space squashes up, and you get heavier. Travel fast enough and you could weigh as much as a jumbo jet, be flattened thinner than a CD without feeling a thing - and live forever! As for the angles of a triangle, they do not always have to add up to 180 degrees. And then, of course, there are black holes. These are but a few of the extraordinary consequences of Einstein's theory of relativity. 

Are you fascinated by the laws of nature, quantum physics, and its basic concepts that seem meaningless? Quantum mechanics is a field that attempts to understand the behavior of subatomic objects using mathematical notions. The book explains uncertainty and time dependence by further elaborating on the principles of quantum states. It also describes the entanglement of particle and wave states, thereby offering interested listeners the possibility of understanding physics at a slower tempo.

Brought to you by Penguin. Is flying dangerous? How much do the world's cows weigh? And what makes people happy? From earth's nations and inhabitants, through the fuels and foods that energize them, to the transportation and inventions of our modern world - and how all of this affects the planet...

A brilliant research mathematician reveals math to be a creative art form on par with painting, poetry, and sculpture, and rejects the standard anxiety-producing teaching methods used in most schools today. Witty and accessible, Paul Lockhart's controversial approach will provoke spirited debate among educators and parents alike, altering the way we think about math forever. 

The legendary bestseller that encouraged millions of readers to look at the hidden side of everything | Read by author Stephen J. Dubner! Which is more dangerous: a gun or a swimming pool? Why do drug dealers still live with their moms? What do real estate agents and the KKK have in common?...

Alan Turing was the mathematician whose cipher-cracking transformed the Second World War. Taken on by British Intelligence in 1938, as a shy young Cambridge don, he combined brilliant logic with a flair for engineering. In 1940 his machines were breaking the Enigma-enciphered messages of Nazi Germany's air force. He then headed the penetration of the super-secure U-boat communications.

Under the aegis of machine learning in our data-driven machine age, computers are programming themselves and learning about - and solving - an extraordinary range of problems, from the mundane to the most daunting. Today it is machine learning programs that enable Amazon and Netflix to predict what users will like, Apple to power Siri's ability to understand voices, and Google to pilot cars.

Gottfried Wilhelm Leibniz was a "universal genius" who ranged across many fields and made breakthroughs in most of them. Leibniz invented calculus (independently from Isaac Newton), conceptualized the modern computer, and developed the famous thesis that the existing world is the best that God could have created.

Sparked by observing teachers struggle to implement rich mathematics tasks to engage students in deep thinking, Peter Liljedahl has translated his 15 years of research into this practical guide on how to move toward a thinking classroom. Building Thinking Classrooms in Mathematics, Grades K-12 helps teachers implement 14 optimal practices for thinking that create an ideal setting for deep mathematics learning to occur.

This is my very interesting podcast about FPGAs and applications. Hosted on Acast. See acast.com/privacy for more information.

The aim of this book is to explain, carefully but not technically, the differences between advanced, research-level mathematics and the sort of mathematics we learn at school. The most fundamental differences are philosophical, and listeners of this book will emerge with a clearer understanding of paradoxical-sounding concepts such as infinity, curved space, and imaginary numbers. The first few chapters are about general aspects of mathematical thought.  

The brain is made up of 85 billion neurons, which are connected by over 100 trillion synapses. For over a century, a diverse array of researchers have been trying to find a language that can be used to capture the essence of what these neurons do and how they communicate - and how those communications create thoughts, perceptions, and actions. The language they were looking for was mathematics, and we would not be able to understand the brain as we do today without it.