検索キーワード： 数学

Che fine ha fatto Perelman? Sono passati vent'anni dalla sparizione di Grigorij Perelman, il geniale matematico russo che risolse il primo dei Problemi del Millennio a 36 anni e che si ritirò tre anni dopo rinunciando a fama e premi. Perché sparì? Scelse la solitudine o fu costretto? Cosa avrebbe ancora potuto dare alla scienza? In "Dov'è Perelman?" raccontiamo la sua vita, le scelte, il contesto storico e proviamo a scoprire chi è e cosa fa oggi il matematico più elusivo del mondo. Un podcast di Stefano Pisani, prodotto da MaddMaths! e distribuito da Fandango Podcast. Scritto, ideato e ...

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.

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。

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 ...

A podcast about simple digital tools that make writing and formatting easier. Discover how to create clean, stylish, and professional text using smart Unicode-based solutions—perfect for students, writers, and content creators.

Every child has a right to make sense of math, and to use math to make sense of their worlds. Despite their gifts, students with disabilities are often viewed from a deficit standpoint in mathematics classrooms. These students are often conceptualized as needing to be fixed or remediated...

Shoulders of Giants is a narrative history of how mathematics revealed the hidden forces shaping the modern world. From the geometry of ancient Greece to the emergence of electromagnetic theory, this audiobook follows the thinkers who transformed abstract symbols into practical tools — ideas that eventually carried signals, voices, and energy across continents. Along the way appear vivid portraits of mathematicians and physicists grappling with space, motion, light, and invisible fields, driven as much by obsession and rivalry as by curiosity.

प्रिन्सिपिया या ग्रंथात सुरूवातीला काही व्याख्या आणि गतीविषयीचे नियम न्यूटनने मांडले आहेत. त्यानंतर पहिल्या...

पृथ्वीबाहेर जीवसृष्टी खरोखर आहे का, एलियन्स खरोखर असतात का, उडत्या तबकड्यांचे रहस्य काय, मंगळावर पाणी आहे तर...

Mathematics has long been regarded as the purest expression of truth — a language through which the universe reveals itself. Yet behind every equation stands the human mind that created it. In this book, Boris Krieger follows the path of mathematics from its simplest intuitions to its highest abstractions, asking what it truly reveals — about reality, and about ourselves. Through lucid reflection and critical insight, he shows that geometry, algebra, topology, and probability are not independent worlds but translations of human perception into structure.

I saggi di questo volume, che toccano la politica, la religione, la letteratura, la filosofia, la matematica e la scienza, sono raccolti in sezioni che si aprono con interviste immaginarie a personaggi del passato (Hitler, Gesù, Dante, Aristotele, Archimede, Newton) e si chiudono con interviste reali a quelli del presente (Chomsky, il Dalai Lama, Saramago, Kripke, Nash e Watson). Nel mezzo, il matematico impertinente dispiega l'arsenale della ragione per argomentare che non è affatto vero che non possiamo non dirci cristiani, o che siamo tutti americani.

Why does mathematics—a creation of the human mind—describe the physical world with such extraordinary precision? Why do equations invented for one purpose turn out, decades or centuries later, to be the perfect language for a completely different realm of nature? In 1960, the Nobel laureate Eugene Wigner called this correspondence a 'gift we neither understand nor deserve.' The question has haunted science ever since. In this book, Boris Kriger proposes an answer that is at once simple and profound: mathematics describes the world because only the mathematically structured survives.

„Entscheidungen automatisieren“ ist ein Podcast für erfahrene Techniker, Ingenieure und operativ verantwortliche Entscheider, die komplexe Systeme entwerfen, betreiben oder steuern. Im Fokus stehen reale Entscheidungsprobleme aus der Praxis: Planung, Regelung und Optimierung dort, wo Standardsoftware, einfache Heuristiken oder der Einsatz generischer KI nicht mehr ausreichen. Der Podcast zeigt, wie Entscheidungen in operativen Systemen strukturiert, modelliert und verantwortbar automatisiert werden – anhand konkreter Beispiele und typischer Denkfehler aus realen Projekten. Es ist kein ...

What if the numbers guiding your biggest decisions were never meant for you? From weather forecasts to medical risks, investment advice to AI predictions, probability surrounds modern life—offering the appearance of certainty in an uncertain world. Yet most people don’t realize: probability is a powerful tool, but only under the right conditions. Misapplied, it doesn’t just fail—it misleads. This book reveals the hidden structure behind when probability works, when it doesn’t, and why it so often feels precise but proves personally wrong.

In Gödel’s Shadow: Why No System Can Explain Itself, Boris Kriger explores one of the most unsettling discoveries of modern logic and follows its consequences far beyond mathematics. Beginning with Gödel’s incompleteness theorems, the book traces how any system capable of describing itself inevitably encounters truths it cannot justify from within. What emerges is not a technical puzzle, but a profound philosophical insight into the nature of reason, meaning, and explanation.

In this Very Short Introduction Philip K. Maini describes the art of modeling, what it is, why we do it, and illustrates how the abstract way of thinking that is the essence of mathematics enables us to transfer knowledge from one area of research to another.

What if the "wisdom of the ages" isn't poetry, but fossilized data? In Foundations of Intellectual Substrate Mining, Boris Kriger shatters the boundary between the humanities and hard systems science. He proposes that our cultural heritage—proverbs, maxims, and ancient doctrines—is actually a high-density Intellectual Substrate: a record of formal laws tested by reality over millennia and compressed into "lossy" linguistic forms. Stop interpreting. Start mining.

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What if topology were not about objects, but about transformations? Not about space, but about the conditions under which identity persists? This book invites listeners into a radical rethinking of mathematics—not as a solemn march of proofs, but as a living practice of imaginative stability, structural openness, and conceptual play. Moving through classical theory, unresolved conjectures, and emerging landscapes of abstraction, this work reframes topology as a mode of thought that thrives on deformation, ambiguity, and partial knowledge.