Can AI compress the years long research time of a PhD into seconds? Research scientist Max Jaderberg explores how “AI analogs” simulate real-world lab work with staggering speed and scale, unlocking new insights on protein folding and drug discovery. Drawing on his experience working on Isomorphic Labs' and Google DeepMind's AlphaFold 3 — an AI model for predicting the structure of molecules — Jaderberg explains how this new technology frees up researchers' time and resources to better understand the real, messy world and tackle the next frontiers of science, medicine and more. For a chance to give your own TED Talk, fill out the Idea Search Application: ted.com/ideasearch . Interested in learning more about upcoming TED events? Follow these links: TEDNext: ted.com/futureyou TEDAI Vienna: ted.com/ai-vienna Hosted on Acast. See acast.com/privacy for more information.…
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Maths is often dreaded as a subject by most of the students. Here is an attempt to simplify various topics in Mathematics and help reduce Maths Phobia.
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History of mathematics research with iconoclastic madcap twists
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Interviews with Mathematicians about their New Books Support our show by becoming a premium member! https://newbooksnetwork.supportingcast.fm/mathematics
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NCSM Leadership in Mathematics Education Learning with Leaders
NCSM Leadership in Mathematics Education
NCSM's Leadership in Mathematics Education Podcasts are published as part of the educational services NCSM provides members and visitors to the NCSM website -- http://mathedleadership.org NCSM - Where Mathematics Leaders Go To Learn
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Conversations, explorations, conjectures solved and unsolved, mathematicians and beautiful mathematics. No math background required.
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Professor of Mathematics Marcus du Sautoy reveals the personalities behind the calculations and argues that mathematics is the driving force behind modern science.
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Hello!! My podcast will be about mathematics. The math that I will talk about is math 2 with the integrated mathematics textbook and work book. I will go over chapters 1-11 in this podcast.
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The following podcasts look at linear systems and the equation of a line
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Today, we will answer the life long question... "When will I ever use this math when I grow up?"
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Chapter 2: Numeration Systems and Sets (Billstein/Libeskind/Lott's A Problem Solving Approach to Mathematics for Elementary School Teachers, Eleventh Edition)
Section Lecture Videos for the iPod
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The STEMCAST is a semi-monthly podcast released on Mondays. It is hosted by us, Jess and Elisabeth. We talk about anything, and everything, affecting us on our journey through engineering! We also offer terrible advice to students, scientists, researchers, (etc.) and pretty much anyone that asks about school.
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Mathematical Philosophy - the application of logical and mathematical methods in philosophy - is about to experience a tremendous boom in various areas of philosophy. At the new Munich Center for Mathematical Philosophy, which is funded mostly by the German Alexander von Humboldt Foundation, philosophical research will be carried out mathematically, that is, by means of methods that are very close to those used by the scientists. The purpose of doing philosophy in this way is not to reduce p ...
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Robyn Arianrhod, "Vector: A Surprising Story of Space, Time, and Mathematical Transformation" (U of Chicago Press, 2024)
1:11:46
1:11:46
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1:11:46A celebration of the seemingly simple idea that allowed us to imagine the world in new dimensions--sparking both controversy and discovery. The stars of this book, vectors and tensors, are unlikely celebrities. If you ever took a physics course, the word "vector" might remind you of the mathematics needed to determine forces on an amusement park ri…
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Archimedes’s emblematic death makes sense psychologically and embodies a rich historical picture in a single scene. Transcript Archimedes died mouthing back at an enemy soldier: “Don’t disturb my circles.” Or that’s how the story goes. Is this fact or fiction? We have third-hand accounts at best so there is plenty of room for doubt. But I’m putting…
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Welcome to another episode of Mathematics Simplified with Anjali Sharma! In this beginner-friendly lesson, we dive into the basics of trigonometry by exploring the six essential trigonometric ratios — sine (sin), cosine (cos), tangent (tan), cosecant (cosec), secant (sec), and cotangent (cot). Learn how these ratios are defined in a right-angled tr…
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Episode111-Rolanda Baldwin, "Redefine School Mathematics with a GLEAM!"NCSM Leadership in Mathematics Education
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Chris Bernhardt, "Beautiful Math: The Surprisingly Simple Ideas behind the Digital Revolution in How We Live, Work, and Communicate" (MIT Press, 2024)
52:16
Most of us know something about the grand theories of physics that transformed our views of the universe at the start of the twentieth century: quantum mechanics and general relativity. But we are much less familiar with the brilliant theories that make up the backbone of the digital revolution. In Beautiful Math: The Surprisingly Simple Ideas behi…
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Welcome to another episode of Mathematics Simplified with Anjali Sharma! In this beginner-friendly lesson, we dive into the basics of trigonometry by exploring the six essential trigonometric ratios — sine (sin), cosine (cos), tangent (tan), cosecant (cosec), secant (sec), and cotangent (cot). Learn how these ratios are defined in a right-angled tr…
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Episode110-Yvonne Daniels, "Making a Ruckus -- Being an Educational Rebel"NCSM Leadership in Mathematics Education
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Welcome to another episode of Mathematics Simplified with Anjali Sharma! In this beginner-friendly lesson, we dive into the basics of trigonometry by exploring the six essential trigonometric ratios — sine (sin), cosine (cos), tangent (tan), cosecant (cosec), secant (sec), and cotangent (cot). Learn how these ratios are defined in a right-angled tr…
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Welcome to another episode of Mathematics Simplified with Anjali Sharma! In this beginner-friendly lesson, we dive into the basics of trigonometry by exploring the six essential trigonometric ratios — sine (sin), cosine (cos), tangent (tan), cosecant (cosec), secant (sec), and cotangent (cot). Learn how these ratios are defined in a right-angled tr…
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Welcome to another episode of Mathematics Simplified with Anjali Sharma! In this beginner-friendly lesson, we dive into the basics of trigonometry by exploring the six essential trigonometric ratios — sine (sin), cosine (cos), tangent (tan), cosecant (cosec), secant (sec), and cotangent (cot). Learn how these ratios are defined in a right-angled tr…
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Episode109-Marta Garcia, "Redefining Mathematics For Belonging"NCSM Leadership in Mathematics Education
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Welcome to another episode of Mathematics Simplified with Anjali Sharma! In this beginner-friendly lesson, we dive into the basics of trigonometry by exploring the six essential trigonometric ratios — sine (sin), cosine (cos), tangent (tan), cosecant (cosec), secant (sec), and cotangent (cot). Learn how these ratios are defined in a right-angled tr…
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Alon Amit addresses the various facets of mathematics. Is it an art or a science? Both? Neither? Is it invented or discovered? Why is math that's developed for purely aesthetic reasons so often a useful tool for the real world? He likes that there are not simple, one-way answers. He challenges the listeners to post questions to Quora that surprise …
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Back in 2021, John and Elizabeth sat down with Brandeis string theorist Albion Lawrence to discuss cooperation versus solitary study across disciplines. They sink their teeth into the question, “Why do scientists seem to do collaboration and teamwork better than other kinds of scholars and academics?” The conversation ranges from the merits of coll…
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Episode108-JMEL Authors, "Building a Vision for Everyone To Belong"NCSM Leadership in Mathematics Education
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Alon Amit, prolific Quora math answerer, discusses how Artificial Intelligence might change the role of the mathematician. AI will make mathematics more efficient but it can't do math in a deep sense at present. It can't perform logical reasoning or even know if it's wrong. However, there are recent advances in proof verifiers. They may eventually …
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Grace Lindsay, "Models of the Mind: How Physics, Engineering and Mathematics Have Shaped Our Understanding of the Brain" (Bloomsbury, 2021)
51:54
Models of the Mind: How Physics, Engineering and Mathematics Have Shaped Our Understanding of the Brain (Bloomsbury, 2021) provides a multifaceted and approachable introduction to theoretical neuroscience. It discusses some major topics of the field, including both the milestones from their history and the currently open questions. It's accessible …
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Episode107-Lynne Godfrey, "Mathematics: Teaching Mathematics like Social Studies"NCSM Leadership in Mathematics Education
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Cindy Lawrence is the Director and CEO of the National Museum of Mathematics in New York City. She and a former math professor built it up from a grass-roots museum started by math teachers. The Museum, soon to move into a 30,000 square foot space, appeals to both those who love and hate math. Attendees learn that math is beautiful, fun, and surpri…
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Episode106-Lou Matthews, "Mathematics: Seeing the Beauty in People"NCSM Leadership in Mathematics Education
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Karenleigh A. Overmann, "The Material Origin of Numbers: Insights from the Archaeology of the Ancient Near East" (Gorgias Press, 2024)
10:50
What are numbers, and where do they come from? Based on her groundbreaking study of material devices used for counting in the Ancient Near East, Karenleigh Overmann proposes a novel answer to these timeless questions. Tune in as we talk with Karenleigh Overmann about her book, The Material Origin of Numbers: Insights from the Archaeology of the Anc…
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Veselin Jungic, teaching professor of mathematics at Simon Fraser University, introduces undergraduate math minors to contemporary math research. The focus is Ramsey theory, an area of current research activity that brings together multiple areas of math, deals with big ideas, proves complete chaos is impossible, and is built on human stories. Some…
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Episode105-Hanaa Elmi, "Embracing Students from Fragments to their Whole Authentic Selves"NCSM Leadership in Mathematics Education
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There is nothing counterintuitive about an infinite shape with finite volume, contrary to the common propaganda version of the calculus trope known as Torricelli’s trumpet. Nor was this result seen as counterintuitive at the time of its discovery in the 17th century, contrary to many commonplace historical narratives. Transcript Torricelli’s trumpe…
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Joseph Bennish discusses math as a "concept factory." The concept of prime numbers came from a desire to break numbers down to their simplest atoms. This simple concept led to simple questions like the twin prime conjecture that no one has been able to answer. Those questions in turn led to deep research. The concepts of new geometries grew out of …
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Luci Pangrazio and Neil Selwyn, "Critical Data Literacies: Rethinking Data and Everyday Life" (MIT Press, 2023)
40:00
Data has become a defining issue of current times. Our everyday lives are shaped by the data that is produced about us (and by us) through digital technologies. In Critical Data Literacies: Rethinking Data and Everyday Life (MIT Press, 2023), Luci Pangrazio and Neil Selwyn introduce readers to the central concepts, ideas, and arguments required to …
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Episode104-RunningHorse Livingston, "Belonging: Teaching Culture vs. Teaching Culturally"NCSM Leadership in Mathematics Education
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Jeanne Lazzarini tells us how a clockmaker used an egg to win the competition to build the dome of the Florence Cathedral. The Cathedral had had a huge gaping hole for a hundred years since no one knew how to build such a large dome. His solution involved the equation for a hanging chain and parallel lines that meet.…
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In this episode of Mathematics Simplified, we dive into the world of complex numbers! Join us as we break down what complex numbers are, why they’re important, and how they’re used in mathematics and beyond. We’ll explain the basic form of a complex number and walk through simple operations like addition and multiplication. Plus, we’ll cover key co…
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Episode103-Crystal Watson, "Belonging: The Power of Believing"NCSM Leadership in Mathematics Education
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Math is in a sense the science of patterns. Alon Amit explores the question of what exactly is a pattern. A common example is the decimal digits of pi. The statement that they have no pattern seems to be either obvious or completely untrue. We explore the spectrum of pattern-ness from simple repetition to total randomness and finally answer the que…
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Episode102-Karen Riley Jeffers and Abel Maestas, "Introducing the New Voices of "Learning with Leaders"
35:52
Episode102-Karen Riley Jeffers and Abel Maestas, "Introducing the New Voices of "Learning with Leaders"NCSM Leadership in Mathematics Education
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In this episode of Mathematics Simplified, we dive into the world of Real Numbers—a fundamental concept that encompasses both rational and irrational numbers. From understanding the properties of real numbers to learning how they form the backbone of algebra and calculus, we’ll simplify everything you need to know. Whether you're preparing for exam…
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Alon Amit joins us on the antipode of Pi Day to counter the myths and mysteries of this most famous irrational number. There's nothing magical about a non-repeating string of digits. The real and profound mystery is the ubiquity of pi. It shows up in places that have nothing to do with circles, such as the sum of the reciprocals of the squares of t…
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Episode101-Dr. Hortensia Soto, "Serving Others So They Can Serve"NCSM Leadership in Mathematics Education
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Michael Gavin, "Literary Mathematics: Quantitative Theory for Textual Studies" (Stanford UP, 2022)
54:53
Across the humanities and social sciences, scholars increasingly use quantitative methods to study textual data. Considered together, this research represents an extraordinary event in the long history of textuality. More or less all at once, the corpus has emerged as a major genre of cultural and scientific knowledge. In Literary Mathematics: Quan…
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In this episode of Mathematics Simplified, we dive into the world of irrational numbers! Discover what makes these numbers unique, how they fit into the broader number system, and where they show up in real life—from the famous Pi (π) to the square root of 2 (√2). Tune in to explore the fascinating world of infinite, non-repeating decimals and why …
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Al Posamentier and Christian Speitzer, “The Mathematics of Everyday Life” (Prometheus Books, 2018)
54:18
Today I talked to Al Posamentier about his books (co-authored with Christian Speitzer) The Mathematics of Everyday Life (Prometheus Books, 2018). We all are told – practically from the moment we enter school – that mathematics is important because it permeates practically all aspects of our lives. But, for the most part, we don’t really notice it e…
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Our universe might appear chaotic, but deep down it's simply a myriad of rules working independently to create patterns of action, force, and consequence. In Ten Patterns That Explain the Universe (MIT Press, 2021), Brian Clegg explores the phenomena that make up the very fabric of our world by examining ten essential sequenced systems. From diagra…
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Kate Pearce, a post-doc researcher at UT Austin, talks about her experience teaching math in a women's prison. Her remedial college algebra students came in with negative experience in math, so she devised ways to make the topics new. The elective class called, coincidentally, The Art of Mathematics, explored parallels between math and art, infinit…
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Number systems are a crucial foundation in Mathematics, and understanding basic number systems is essential for all students. In our latest episode, we dive into rational numbers, exploring their role and importance in mathematical learning. Discover how rational numbers fit into the broader number system and why they're vital for your academic pro…
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Episode100-Kenya Overton and Dr. Tutita Casa, "Mathematics Teaching that Uncovers What Students CAN Do"
40:01
Episode100-Kenya Overton and Dr. Tutita Casa, "Mathematics Teaching that Uncovers What Students CAN Do"NCSM Leadership in Mathematics Education
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Alon Amit, prolific Quora math answerer, argues that an honest representation of mathematical ideas is enough to spark interest in math. It's not necessary to exaggerate the role of math; the golden ratio does not drive the stock market, the solution of the Riemann hypothesis will not kill cryptography, and Grothendieck did not advance robotics. Hi…
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Number systems are an integral part of learning Mathematics and the knowledge of basic number systems is mandatory for all the students. Knowing about Integers is a very important step towards the higher learning of Mathematics and Science. #mathematicssimplified #mathisfun #experientiallearning #learningbydoing #numbersystems…
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Episode99-Katey Arrington and Brian Buckhalter, "What's Happening NCSM"NCSM Leadership in Mathematics Education
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David J. Hand, "Dark Data: Why What You Don't Know Matters" (Princeton UP, 2020)
1:18:03
1:18:03
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1:18:03There is no shortage of books on the growing impact of data collection and analysis on our societies, our cultures, and our everyday lives. David Hand's new book Dark Data: Why What You Don't Know Matters (Princeton University Press, 2020) is unique in this genre for its focus on those data that aren't collected or don't get analyzed. More than an …
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Number systems are an integral part of learning Mathematics and the knowledge of basic number systems is mandatory for all the higher learning.So let's keep on learning and understanding the basic ideas #mathematicssimplified#learningisfun#experientiallearning#learningbydoing
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Dave Cole, the author of the Math Kids series of books, talks about introducing kids to math as a fun challenge and puzzle beyond the rote memorization they've come to expect. Kids who like to read are enticed by puzzles and mysteries. Möbius strips, Pascal's triangle, and other concepts that are new to them, make them marvel, "Is this math?" They …
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