Kar tanelerinin matematik ile olan ilişkisine göz atıyoruz.

When World War Two came to Greece, a period of terrible human suffering followed. There was a brutal battle with Italian and then Nazi forces, followed by an occupation in which thousands were executed and a terrible famine swept the nation. There’s an often repeated number that appears to capture the brutality of this time – that 10% of the Greek population died during the war. We investigate where this statistic comes from and whether it is true. Presenter: Charlotte McDonaldProducer: Tom

İnsan kalmamıza yarayacak bir bilim olarak gördüğümüz matematiği ayrıntılarıyla inceliyoruz.

Motivates the definition of Matrix/Vector and Matrix/Matrix multiplication by examining a systematic approach to a generalization of the simple equation a * x = b.

Emergent Properties as Manifestations of MIR TheoryEmergent properties are central to MIR theory, arising from the interplay of its core principles: information as the foundation of reality, the harmony operator driving coherence, and fractal patterns repeating across scales.The sources demonstrate how emergent properties manifest in various domains, from physics and biology to consciousness and AI.1. Information as the FoundationMIR theory posits that reality is fundamentally built upon

Matematiğin diğer fen bilimleriyle ilişkisine göz atıyoruz.

President Elect Donald Trump has created a new government advisory group – the Department of Government Efficiency or ‘DOGE’ - to help cut the US budget. The world richest man, Elon Musk, will co-head the department and has pledged to cut ‘at least $2 trillion’ to ‘balance the budget’. But is this possible? We talk to Professor Linda Bilmes about what DOGE could or couldn’t do and how she balanced the budget in the 1990’s. Presenter: Charlotte McDonaldProducer: Lizzy McNeill Series producer: Tom

Üçüncü ayın 14. günü yani 14 Mart, dünyanın birçok yerinde Pi günü olarak kutlanırken, UNESCO'nun bugünü Dünya Matematik Günü olarak ilan etmesini ve bugünün önemini konuşuyoruz.

Hey teachers and occupational therapists: Watch Jonily and Cheri explore deep mathematical connections in a fun and engaging way. Don't miss out on this educational and entertaining content! Leverage thinking prompts to transform student engagement and traditional teaching methods using visual strategies for counting.****************************************************************************DisabilityLabs.com sponsors this video podcast. We are committed to IMPACT the journey of 200K

The 2024 Nobel Prize in Physics was awarded to John Hopfield and Geoffrey Hinton for their foundational work on artificial neural networks (ANNs). The award citation highlights their contributions to machine learning, linking ANNs to concepts in physics, such as spin models and statistical mechanics. Hopfield's research focused on recurrent networks and their applications in associative memory and optimization, while Hinton's work involved stochastic models like the Boltzmann machine and

Bu yayında Yeditepe Üniversitesi İlköğretim Matematik Öğretmenliği programı öğretim üyeleri Doç. Dr. Hülya Kılıç ve Doç. Dr. Oğuzhan Doğan, öğretmen adaylarına sunulan eğitim-öğretim programı ve fırsatları ile programı tamamlayan mezunların ilköğretim matematik öğretmeni olarak çalışmanın yanısıra kendilerine nasıl iş fırsatları yaratabilecekleri ve kariyer yolu çizebilecekleri üzerine sohbet ediyorlar.

What is the half-fraction advantage? Dr. Wall summarizes three key findings from a research study conducted by Dr. Mazzocco and others. You need to hear this!

Nel mio ultimo articolo ho parlato di Selene Spa e di come il progetto di riconoscimento automatico dei difetti di produzione, che utilizza ADR-Flow, sia entrato in quella che chiamiamo “fase 3”.Oggi vorrei spiegare meglio come si articola, nella nostra visione, un progetto di riconoscimento automatico dei difetti di produzione industriale e di come ADR-Flow fornisca un supporto completo in tutte le fasi del progetto.Bisogna innanzitutto chiarire che un progetto di questo genere è quasi sempre

Aralık'ta Matematik'in bu ilk bölümünde matematik teriminin anlam ve önemine göz atıyoruz.

Governments around the world have promised to fight climate change. But are they also pumping an absolutely massive amount of money into subsidies for fossil fuels? In 2022, an IMF working paper estimated that global subsidies for fossil fuels totalled $7 trillion. But when you dig into that research, you find that this number might not mean what you think it does. We explain how they reached that conclusion, with the help of Angela Picciariello from the International Institute for Sustainable

In this episode, I begin discussing the question and history of formalizing results in Programming Languages Theory using interactive theorem provers like Rocq (formerly Coq) and Agda.

🤖 Marco-o1: Towards Open Reasoning Models for Open-Ended SolutionsThe Alibaba MarcoPolo team presents Marco-o1, a large reasoning model designed to excel in open-ended problem-solving. Building upon OpenAI's o1 model, Marco-o1 incorporates Chain-of-Thought fine-tuning, Monte Carlo Tree Search, and innovative reasoning strategies to improve accuracy on complex tasks. The model is trained on a combination of existing and synthetic datasets and shows improvements in accuracy on benchmark datasets,

Dive into the fascinating world of sentential logic! In this episode, we explore the foundations of propositional logic, the art of constructing truth tables, and how logical connectives like "and," "or," and "not" shape our reasoning. Whether you're a philosophy enthusiast, a math lover, or just curious about how we break down complex arguments into their simplest forms, this episode has something for you. Join us as we demystify logical syntax, discuss real-world applications, and share tips for

This episode explores key concepts in graph theory, starting with fundamental definitions of graphs, vertices, and edges. The text then examines the handshake lemma and related theorems that deal with the relationship between vertex degrees and the number of edges in a graph.

Pythagoras of Samos, born around 570 BCE, is one of history’s most celebrated and enigmatic figures. Revered as a mathematician, philosopher, and spiritual leader, his contributions transcend disciplines, leaving a legacy that continues to shape modern thought. Known best for the Pythagorean Theorem, a fundamental concept in geometry, Pythagoras’s influence extends far beyond mathematics. His ideas in philosophy, cosmology, and ethics laid the groundwork for Western intellectual traditions and