Matematikte kök konusu üzerinden yaşamın köklerini sorguluyoruz.

Episodio 5: “Buonanotte” In questa puntata finale, scioglieremo gli ultimi due nodi, chiudendo il nostro percorso con un mix di calcoli e immaginazione. Immersi per un ultima volta insieme nella bellezza di esplorare i problemi con curiosità, creatività e un pizzico di follia. Carroll vi augura una buonanotte e MaddMaths di non smettere mai di cercare i vostri nodi da sciogliere!Potete mandarci le vostre risposte per mail a maddmaths@gmail.com**************La voce narrante è di Nicoletta Tribastone,

Welcome to the fifth episode of The Logic of Risk. After introducing the classical definition, we begin a review of the main schools of thought in probability. We’ll see that some are objectivist and others are subjectivist, plus a few that position themselves somewhere in between. Among the objectivist schools, we’ll introduce the most commonly used (and abused) one: the frequentist school.Are you ready to take the risk?Become a supporter of this podcast:

Dr. Wall sets the tone for 2025, naming the theme of her work (spoiler alert: it isn't math!) and highlighting upcoming topics for the new year. What do you want to know about dyscalculia? Contact Dr. Wall at honora@educalclearning.com or honora@thedtri.org

Transforming your classroom into a Building Thinking Classroom is an exciting journey—but when it comes to consolidating learning and reflecting on problem-solving tasks, it can feel tricky with younger students. Between stamina struggles, time constraints, and building those metacognitive skills, what’s a teacher to do?In this episode, we’re tackling those challenges with fun and effective strategies to wrap up your thinking tasks:🌶️ Check Your Understanding Questions Use “mild,” “medium,” and

Hallo! Ich bin wieder da. In diesem Podcast erzähle ich euch womit ich in den letzten Monaten beschäftigt war. Es was wirklich intensiv. Keine große Überraschung: viele Vorlesungen, viele Abschluss- und Studienarbeiten vorzubereiten und zu korrigieren, Forschungsanträge. Professorenarbeit eben ;-) Mein Youtube Kanal: https://www.youtube.com/@prof.sebastian

In this episode, I discuss the paper Nominal Techniques in Isabelle/HOL, by Christian Urban. This paper shows how to reason with terms modulo alpha-equivalence, using ideas from nominal logic. The basic idea is that instead of renamings, one works with permutations of names.

Non capire i numeri molto grandi contribuisce a: non fermare in tempo le pandemie, non diventare ricchi, non andare sulla Luna con un foglio di carta.https://cervellogico.com

Just before being inaugurated as US president for the second time, Donald Trump launched something called a “meme-coin”.This is a bespoke cryptocurrency token featuring a picture of Donald Trump. A billion of them may eventually be created.Newspaper headlines claimed that the Trump meme-coin had made the president billions of dollars wealthier. But it is far from clear that this is the case. Presenter: Charlotte McDonald Producer: Lizzy McNeill Series producer: Tom Colls Production

蛇祥如意土地公的女兒–拜土地公、地基主 機率遊戲 AI 與牛頓法 IdeaCast@HBR: To Fix Broken Work Systems, You Need to Reset 花絮：咚咚龍鏹 [Shownotes](https://chtsao.gitlab.io/pmod/posts/ykt.077.yosnake/) 歡迎指教 -- Hosting provided by SoundOn

Common Dreams'de Steve Minkin'in 'A Math Test on Gaza' adlı makalesi üzerinden matematiksel hesaplamalar ile ahlaki netliğin ilişkisini ele alıyoruz.

Episodio 4: “Sua Radiosità”In questo episodio, Clara e Matta Matica lasciano spazio a una nuova ambientazione: un regno surreale governato da Sua Radiosità. Protagonisti della puntata sono un vecchio signore e suo figlio Norman, trascinati in una serie di bizzarre prove matematiche e logiche per compiacere la sovrana e sfuggire alle minacce del temuto bambù.Tra queste prove le due di cui vi occuperete voi: la gara delle sciarpe e il problema dei maiali. Tra ansie, calcoli e riti stravaganti, questo

The end-of-service date for the first-generation CPC8000 and CPC8000-H is set to take effect by the end of this year, do you know what to do?If you're still using one of these classic controllers, this episode of Measure Matters will cover everything you need to know before the end-of-service deadline.

A Trie, also known as a prefix tree, is a specialized tree-based data structure primarily used for efficiently storing and retrieving strings. Unlike traditional search trees where a node stores the entire key, each node in a trie represents a prefix shared by all its descendants. This unique structure facilitates fast search, insertion, and deletion operations based on string prefixes.

In this episode, we provide an introduction to probability by exploring the classical definition, a concept rooted in the Renaissance and often used for pedagogical purposes. While historically significant, it has limitations in real-life applications.We'll also delve into key concepts in probability theory, including the sample space, event space, mutually exclusive events, and independence.Are you ready to take the risk?Become a supporter of this podcast:

In this episode, we dive into how AI tools like ChatGPT can support teachers in crafting creative and engaging math tasks for Kindergarten, 1st-grade, and 2nd-grade students. While AI can’t replace the human magic you bring to your classroom, it can be a great brainstorming partner to help spark ideas, refine tasks, and create meaningful learning experiences.🔑 Key Takeaways:The Power of Specific PromptsA generic prompt like “Give me math tasks for counting” might not get the best results. Instead,

What has the colour of your hair got to do with your capacity to withstand pain? We investigate the claim, which regularly circulates on social media, that natural redheads are 25% tougher than their brunette peers. Pain expert Jeff Mogil explains how it all comes down to something called MC1R. Presenter: Charlotte McDonaldProducer: Lizzy McNeill Series Producer: Tom Colls Editor: Richard Vadon Production Co-ordinator: Katie Morrison

YesKno 時間@Youtube 與 短影音-極短剪絕大多數的機率都是一個極限的敘述 大數法則 沒有說 輸久了就會贏 賭徒末日定理：單看期望值，你可能當容易輸光 ykt 11. (kbc 01) 大數法則與中央極限定理- Kno外掛之ㄧ Ep45.小賭怡情？那你應該沒聽過賭徒末日定理！feat. Kno ＠ 黃邦亂講 [Shownotes](https://chtsao.gitlab.io/pmod/posts/ykt.076.kbc22.llngr/) 歡迎指教 -- Hosting provided by SoundOn