Titres dans Mathématique

Discover the secrets to mastering the mental game of poker, learn how to crush your opponents, and play poker like the top 1%! Have you always wanted to learn how to completely dominate any poker game, but didn't know where to begin? Are you sick of being the "sucker" at the poker table? Are you tired of the overwhelming sense of defeat that comes with being outsmarted again and again? If yes, then you've come to the right place!

Never worry about understanding permutations and combinations again! Chapter one of the book reviews the basics of permutations and combination, to provide you with a big picture view of counting problems.Chapter 2 delves deeper, to provide you a solid understanding of permutations.Chapter 3 focuses on exploring combinations and how it is different from permutations.Chapter 4, you'll learn how to solve more difficult mixed problems of permutations and combinations.And much, much more.

Join hosts Peter Littig and Noah King as they discuss and explain mathematical topics with their own unique style. Full of information that will interest and entertain math lovers as well as those who maybe don't love it quite that much… yet. Mathematical concepts, history, paradoxes, and puzzles await you, along with a generous helping of witty banter and fun. Calling all members…. The Math Club is open! Email - mathclubpodcast@gmail.com Twitter - @mathclubpodcast

Do you want to become mentally sharper and quicker? Do you want to be able to save time and calculate large numbers on the go while you're shopping or adding up a bill at a restaurant? Do you want other people to notice how you seem to not need a calculator, how you seem like such a genius? If yes, then this audiobook is for you. Mental math is the ability to solve math problems in your head, without the need to write or use a calculator. And it has all of the benefits implied above and much more.

Are you fascinated by the laws of nature, quantum physics, and its basic concepts that seem meaningless? Quantum mechanics is a field that attempts to understand the behavior of subatomic objects using mathematical notions. The book explains uncertainty and time dependence by further elaborating on the principles of quantum states. It also describes the entanglement of particle and wave states, thereby offering interested listeners the possibility of understanding physics at a slower tempo.

In this podcast, we take a look at different aspects of the Fourier Transform, how it is used and how it works. My aim is to make the Fourier Transform accessible to people who, like me, need it explained to them layman's terms.If you have a question about the Fourier Transform that you would like answered, or maybe you use the Fourier Transform in an interesting way, I'd love to hear from you. Simply email me at podcast@howthefouriertransformworks.com

René Descartes is one of the formative figures in Western philosophy, logic and mathematics. His famous statement: "I think, therefore I am," has become perhaps the most famous phrase in all of philosophy. Descartes’s ground-breaking writings attempted to establish unshakeable foundations of knowledge, and set a trend for subsequent Western philosophy, which has endlessly critiqued and expanded upon his ideas.

The mathematician and author Steven Strogatz and the astrophysicist and author Janna Levin interview leading researchers about the great scientific and mathematical questions of our time.

Are there any logical reasons to believe in God? Mathematician and best-selling author John Allen Paulos thinks not. In Irreligion he presents the case for his own worldview, organizing his book into 12 chapters that refute the 12 arguments most often put forward for believing in God's existence.

Will you pay more for a $19.99 shirt with a 20 percent discount or a $24.99 shirt with a 30 percent discount? The truth is, most of the math you find yourself doing on a day to day basis it's usually done in your head, that's why improving your mental math skills is always useful. If you’ve grown up hating math, that’s probably because you’ve been taught with the wrong approach. Math can help you calculate a discount on the fly, easily multiply big numbers, or quickly figure out how much dough packs you’ll need to make 50 cookies if one pack will be enough for 20.

In their groundbreaking book "Freakonomics," University of Chicago economist Steven Levitt and New York Times journalist Stephen J. Dubner challenge readers to think outside the box and question conventional wisdom. They argue that by applying economic principles to everyday life, we can uncover surprising insights and hidden truths about the world we live in. In the spirit of their work, let's take a closer look at a fascinating phenomenon that has been gaining traction in recent years: the No Buy Year. What is a No Buy Year, you ask? At its core, it's a personal challenge or commitment to ...

What is the best way to think about the world? How often do we consider how our own thinking might impact the way we approach our daily decisions? Could it help or hinder our relationships, our careers, or even our health? As acclaimed mathematician David Sumpter shows, thinking about thinking is something we rarely do, yet it is something science questions all the time. He has spent decades studying what we could all learn from the mindsets of scientists, and Four Ways of Thinking is the result.

If you’ve spent a fair share of time in math class glancing at the clock, you’re not alone. Glancing at the clouds and wondering how well counting the flower petals on the windowsill can help you run out the clock is a pretty common phenomenon for people who aren’t into numbers. But those connections you make aren’t just in your head. You might just be closer than you think to understanding the universe. The Voice of Math takes a deep dive into understanding numbers through the lens of humanity.

Pi, in a truly absurd quantity. Read by Chris Griesemer, certainly not Morgan Freeman. Some books teach. Some books inspire. This book? It just gives you a ridiculous amount of Pi—because, frankly, why not?

Artificial Intelligence is transforming the modern world — but beneath the headlines about robots, automation, and smart machines lies something much simpler: the algorithm. These sets of rules, calculations, and logical steps are the beating heart of every intelligent system. In The Basics of AI Algorithms, Julian Vexley breaks down this vast and technical subject into ten clear, accessible chapters designed for the curious reader.

Are numbers causing tears and frustration? Wish you could help your child feel more confident with math? You're not alone! How to Actually Help Your Child with Math is your friendly guide to making math feel less scary and more doable for both you and your child. The best part? You don't need to remember algebra or geometry to help your child succeed! This book is packed with real stories from parents just like you, practical ideas you can try today, and gentle guidance from a teacher who's been there. Ready to transform math from a source of stress to a chance for connection?

Discover how mathematics is revolutionizing natural language processing. In this newsletter, we explore the mathematical models that underpin the understanding, analysis, and generation of text. Learn how algorithms transform raw data into useful information, and how mathematical concepts such as probability, linear algebra, and statistics play a key role in the development of linguistic technologies. Whether you're a professional in the field or simply curious, follow our analyses to better understand the advancements in this rapidly growing sector.

A celebrated mathematician explores how math helps us make sense of the unpredictable We would like to believe we can know things for certain. We want to be able to figure out who will win an election, if the stock market will crash, or if a suspect definitely committed a crime. But the odds are...

According to Winston Churchill, Alan Turing made the single biggest contribution to the Allied victory over Nazi Germany with his code-breaking machine. The world is also indebted to Turing's genius for the modern computer. It was clear that Turing had a remarkable mind from an early age. He taught himself to read in just three weeks. At his first school, the headmistress said, "I have had clever and hardworking boys, but Alan has genius."

What part of memory is reliable fact, what part creative embellishment? Which favorite presuppositions are unfounded, which statistically biased? By conjoining two opposing mind-sets - the suspension of disbelief required in storytelling and the skepticism inherent in the scientific method - best-selling mathematician John Allen Paulos has created an unusual hybrid, a composite of personal memories and mathematical approaches to reevaluating them.