検索キーワード： 数学

数学が苦手な人も楽しめる数学の話です。podcastとyoutubeで配信しています。 Twitter: https://twitter.com/waku2mathtalk Podcast: https://podcasters.spotify.com/pod/show/wakuwaku-math-talk Youtube: https://www.youtube.com/@math-talk

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.

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?...

In "Information vs Data" Ira Warren Whiteside redefines how we perceive and utilize information and data in today's technological environment. This book integrates advanced concepts of artificial intelligence (AI) and business intelligence (BI) to demonstrate their impact on modern industries.

NEW YORK TIMES BESTSELLER The groundbreaking exploration of probability and uncertainty that explains how to make better predictions in a world drowning in data, from the nation’s foremost political forecaster—updated with insights into the pandemic, journalism today, and polling One of...

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...

Có một chi tiết mà rất ít người để ý ở phút 78 trong trận đấu giữa đội X và đội Y vòng trước. Lúc đó, đội X đang dẫn trước với thế trận áp đảo, nhưng một pha phạm lỗi không đáng có của tiền vệ trụ cột đã khiến đội bị mất người. Cú lội ngược dòng ngay sau đó của đội Y khiến nhiều người sốc. Hậu vệ đội X – người vốn được kỳ vọng giữ chắc phòng ngự – lại mất tập trung trong tình huống đó, dẫn đến bàn thua quyết định. Mình nhớ ...

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...

Learn how to think like a physicist from a Nobel laureate and "one of the greatest minds of the twentieth century" (New York Review of Books) with these six classic and beloved lessons It was Richard Feynman's outrageous and scintillating method of teaching that earned him legendary status among...

What if randomness isn’t truly random? In When Randomness Forms Patterns, Mohanad Asim Mustafa explores 17 years of lottery data to uncover hidden structures beneath what appears to be pure chance. Through real-world datasets, clustering models, and analytical thinking, this book challenges the way we perceive randomness, probability, and patterns. Whether you're interested in data science, statistics, or simply curious about how patterns emerge from chaos, this audiobook will change how you think about numbers forever. This is not about predicting the lottery.

In Simply Gödel, Richard Tieszen traces Kurt Gödel’s life and career, from his early years in tumultuous, culturally rich Vienna to his many brilliant achievements as a member of IAS, as well as his repeated battles with mental illness. In discussing Gödel’s ideas, Tieszen not only provides an accessible explanation of the incompleteness theorems, but explores some of his lesser known writings, including his thoughts on time travel and his proof of the existence of God.

For mathematician Francis Su, a society without mathematical affection is like a city without concerts, parks, or museums. To miss out on mathematics is to live without experiencing some of humanity's most beautiful ideas. In this profound book, written for a wide audience but especially for those disenchanted by their past experiences, an award-winning mathematician and educator weaves parables, puzzles, and personal reflections to show how mathematics meets basic human desires - such as for play, beauty, freedom, justice, and love. 

求索：傳說達摩在繼續上北方傳揚佛法時途經長江，他腳踩一根蘆葦渡過長江，參悟「求索」之精神。 香港：廣州出渡珠江口，即是香港，我們目前生活的獨特城市，literally 「一葦渡江」。 密碼學：一葦 == One-Way。 「One-Way Function」，現代密碼學的核心原語。 以太坊：一葦 == 1 Wei 。「ETH」的最小基本單位。 www.owp.land

In the Introduction to Chess Visualization, you'll learn how to memorize chess positions, identify the colours of the different chess squares without looking at the board and been able to play chess not only on the board but also without the chess board you'll be able to visualize it.

Contre les idées reçues qui en font une discipline élitiste, intimidante et abstraite, David Bessis montre que les mathématiques sont humaines et à la portée de tous ; il présente ici une manière sensible et radicalement nouvelle de les aborder. Plus qu'un savoir, les mathématiques sont une pratique et même une activité physique. Il n'existe pas de talent inné et il faut croire les plus grands mathématiciens quand ils disent ne posséder aucun don spécial mais une immense capacité à mobiliser leur curiosité, leur imagination et leur intuition.

Probing the life and work of Kurt Gödel, Incompleteness indelibly portrays the tortured genius whose vision rocked the stability of mathematical reasoning—and brought him to the edge of madness.

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. 

From the end of the 19th century until his death, one of history's most brilliant mathematicians languished in an asylum. The Mystery of the Aleph tells the story of Georg Cantor (1845-1918), a Russian-born German who created set theory, the concept of infinite numbers, and the "continuum...

As Nobel Prize-winning economist Ronald Coase once cynically observed, "If you torture data long enough, it will confess." Lying with statistics is a time-honored con. In Standard Deviations, economics professor Gary Smith walks us through the various tricks and traps that people use to back up their own crackpot theories. Sometimes, the unscrupulous deliberately try to mislead us. Other times, the well-intentioned are blissfully unaware of the mischief they are committing.

Number theory is the branch of mathematics that is primarily concerned with the counting numbers. Of particular importance are the prime numbers, the "building blocks" of our number system. The subject is an old one, dating back over two millennia to the ancient Greeks, and for many years has been studied for its intrinsic beauty and elegance, not least because several of its challenges are so easy to state that everyone can understand them, and yet no one has ever been able to resolve them. But number theory has also recently become of great practical importance.