Podcasts about Algebraic

https://csjoseph.life/ Join the Skool community at https://www.skool.com/csjoseph/about Algebra finally gets its day in court for you math haters in this explanation on how simple cognitive emulation isn't enough! --- Support this podcast: https://podcasters.spotify.com/pod/show/csjoseph/support

fWotD Episode 2778: Algebra Welcome to Featured Wiki of the Day, your daily dose of knowledge from Wikipedia’s finest articles.The featured article for Thursday, 12 December 2024 is Algebra.Algebra is the branch of mathematics that studies certain abstract systems, known as algebraic structures, and the manipulation of statements within those systems. It is a generalization of arithmetic that introduces variables and algebraic operations other than the standard arithmetic operations such as addition and multiplication.Elementary algebra is the main form of algebra taught in school and examines mathematical statements using variables for unspecified values. It seeks to determine for which values the statements are true. To do so, it uses different methods of transforming equations to isolate variables. Linear algebra is a closely related field that investigates linear equations and combinations of them called systems of linear equations. It provides methods to find the values that solve all equations in the system at the same time, and to study the set of these solutions.Abstract algebra studies algebraic structures, which consist of a set of mathematical objects together with one or several operations defined on that set. It is a generalization of elementary and linear algebra, since it allows mathematical objects other than numbers and non-arithmetic operations. It distinguishes between different types of algebraic structures, such as groups, rings, and fields, based on the number of operations they use and the laws they follow. Universal algebra and category theory provide general frameworks to investigate abstract patterns that characterize different classes of algebraic structures.Algebraic methods were first studied in the ancient period to solve specific problems in fields like geometry. Subsequent mathematicians examined general techniques to solve equations independent of their specific applications. They described equations and their solutions using words and abbreviations until the 16th and 17th centuries, when a rigorous symbolic formalism was developed. In the mid-19th century, the scope of algebra broadened beyond a theory of equations to cover diverse types of algebraic operations and structures. Algebra is relevant to many branches of mathematics, such as geometry, topology, number theory, and calculus, and other fields of inquiry, like logic and the empirical sciences.This recording reflects the Wikipedia text as of 01:11 UTC on Thursday, 12 December 2024.For the full current version of the article, see Algebra on Wikipedia.This podcast uses content from Wikipedia under the Creative Commons Attribution-ShareAlike License.Visit our archives at wikioftheday.com and subscribe to stay updated on new episodes.Follow us on Mastodon at @wikioftheday@masto.ai.Also check out Curmudgeon's Corner, a current events podcast.Until next time, I'm generative Olivia.

Fredrik talks to Pedro Abreu about the magical world of type theory. What is it, and why is it useful to know about and be inspired by? Pedro gives us some background on type theory, and then we talk about how type theory can provide new ways of reasoning about programs, and tools beyond tests to verify program correctness. This doesn’t mean that all languages should strive for the nirvana of dependent types, but knowing the tools are out there can come in handy even if the code you write is loosely typed. We wrap up with some further podcast tips, of course including Pedro’s own podcast Type theory forall. Thank you Cloudnet for sponsoring our VPS! Comments, questions or tips? We a re @kodsnack, @tobiashieta, @oferlund and @bjoreman on Twitter, have a page on Facebook and can be emailed at info@kodsnack.se if you want to write longer. We read everything we receive. If you enjoy Kodsnack we would love a review in iTunes! You can also support the podcast by buying us a coffee (or two!) through Ko-fi. Links Pedro Type theory Type theory forall - Pedro’s podcast Chalmers The meetup group through which Pedro and Fredrik met Purdue university Bertrand Russell The problem of self reference Types Set theory Kurt Gödel Halting problem Alan Turing Turing machine Alonzo Church Lambda calculus Rust Dependent types Formal methods Liquid types - Haskell extension SAT solver Property-based testing Quickcheck Curry-Howard isomorphism Support Kodsnack on Ko-fi! Functional programming Imperative programming Object-oriented programming Monads Monad transformers Lenses Interactive theorem provers Isabelle HOL Dafny Saul Crucible Symbolic execution CVC3, CVC5 solvers Pure functions C# Algebraic data types Pattern matching Scala Recursion Type theory forall episode 17: the first fantastic one with Conal Elliot. The discussion continues in episode 21 Denotational types Coq IRC Software foundations - about Coq and a lot more The church of logic podcast The Iowa type theory commute podcast Titles Type theory podcasts Very odd for some people Brazilian weather Relearning to appreciate The dawn of computer science Layers of sets Where types first come in Bundle values together The research about programming languages If you squint your eyes enough Nirvana of type systems Proofs all the way down Extra guarantees If your domain is infinite Formal guarantees The properties of my system What is the meaning of my program? Building better systems

Fredrik talks to Evan Czaplicki, creator of Elm about figuring out a good path for yourself. What do you do when you have a job which seems like it would be your dream job, but it turns out to be the wrong thing for you? And how do you escape from that? You can't put the success of something you build before your own personal and mental health, no matter how right the decision may be for the thing you build. Is there ever a reproducible path? Aren't most or all successful things in large part a result of their circumstances? Platform languages and productivity languages - which do you prefer? Thoughts on the tradeoffs of when and how to roll things out and when to present ideas. Evan's development mindset and environment, and the ways it has affected Elm's design - all the way down to the error messages. Finally, of course, the benefits of country life - out of the radiation of San Francisco. Thank you Cloudnet for sponsoring our VPS! Comments, questions or tips? We a re @kodsnack, @tobiashieta, @oferlundand @bjoreman on Twitter, have a page on Facebook and can be emailed at info@kodsnack.se if you want to write longer. We read everything we receive. If you enjoy Kodsnack we would love a review in iTunes! You can also support the podcast by buying us a coffee (or two!) through Ko-fi. Links Evan Elm Prezi Guido van Rossum Brendan Eich Bjarne Stroustrup Hindley–Milner type inference Gary Bernhardt Talks by Gary SIMD Standard ML Ocaml Haskell Lambda calculus Algebraic data types Type inference Virtual DOM Webbhuset Dart Safari's no performance regressions rule Sublime text GHC Nano Emacs Titles The personal aspects A culture clash I wasn't supposed to be here This numb feeling I've never really been to the real world Is this even real? The path that Guido did This is you This isn't for me, and it's your fault Valuing my own health Reckless indifference A dispute between colleagues A nice solution will come out if you're patient enough Here's your error message: good luck Farmer's disposition These are good years Getting paid in chickens for web development Finding a place

Fredrik talks to Evan Czaplicki, creator of Elm about figuring out a good path for yourself. What do you do when you have a job which seems like it would be your dream job, but it turns out to be the wrong thing for you? And how do you escape from that? You can’t put the success of something you build before your own personal and mental health, no matter how right the decision may be for the thing you build. Is there ever a reproducible path? Aren’t most or all successful things in large part a result of their circumstances? Platform languages and productivity languages - which do you prefer? Thoughts on the tradeoffs of when and how to roll things out and when to present ideas. Evan’s development mindset and environment, and the ways it has affected Elm’s design - all the way down to the error messages. Finally, of course, the benefits of country life - out of the radiation of San Francisco. Thank you Cloudnet for sponsoring our VPS! Comments, questions or tips? We a re @kodsnack, @tobiashieta, @oferlund and @bjoreman on Twitter, have a page on Facebook and can be emailed at info@kodsnack.se if you want to write longer. We read everything we receive. If you enjoy Kodsnack we would love a review in iTunes! You can also support the podcast by buying us a coffee (or two!) through Ko-fi. Links Evan Elm Prezi Guido van Rossum Brendan Eich Bjarne Stroustrup Hindley–Milner type inference Gary Bernhardt Talks by Gary SIMD Standard ML Ocaml Haskell Lambda calculus Algebraic data types Type inference Virtual DOM Webbhuset Dart Safari’s no performance regressions rule Sublime text GHC Nano Emacs Titles The personal aspects A culture clash I wasn’t supposed to be here This numb feeling I’ve never really been to the real world Is this even real? The path that Guido did This is you This isn’t for me, and it’s your fault Valuing my own health Reckless indifference A dispute between colleagues A nice solution will come out if you’re patient enough Here’s your error message: good luck Farmer’s disposition These are good years Getting paid in chickens for web development Finding a place

Sir Roger Penrose is a renowned physicist and mathematician known for pioneering the theory of twistors and his contributions to differential geometry, which have significantly impacted our understanding of space-time. Roger's work has been instrumental in advancing theories related to general relativity and quantum mechanics, including the Penrose-Hawking singularity theorems. SPONSOR (THE ECONOMIST): As a listener of TOE, you can now enjoy full digital access to The Economist. Get a 20% off discount by visiting: https://www.economist.com/toe TOE'S TOP LINKS: - Support TOE on Patreon: https://patreon.com/curtjaimungal (early access to ad-free audio episodes!) - Listen to TOE on Spotify: https://open.spotify.com/show/4gL14b92xAErofYQA7bU4e - Become a YouTube Member Here: https://www.youtube.com/channel/UCdWIQh9DGG6uhJk8eyIFl1w/join - Join TOE's Newsletter 'TOEmail' at https://www.curtjaimungal.org SPONSORS (please check them out to support TOE): - THE ECONOMIST: As a listener of TOE, you can now enjoy full digital access to The Economist. Get a 20% off discount by visiting: https://www.economist.com/toe - INDEED: Get your jobs more visibility at https://indeed.com/theories ($75 credit to book your job visibility) - HELLOFRESH: For FREE breakfast for life go to https://www.HelloFresh.com/freetheoriesofeverything - PLANET WILD: Want to restore the planet's ecosystems and see your impact in monthly videos? The first 150 people to join Planet Wild will get the first month for free at https://planetwild.com/r/theoriesofeverything/join or use my code EVERYTHING9 later. TIMESTAMPS: 00:00 - Intro 01:22 - Cosmology and Twister Theory 15:00 - “Most Significant Thought I Had” 20:45 - “Twister Are Inherently Chiral” 25:34 - Extra Dimensions 27:02 - Algebraic and Differential Geometry 37:57 - Alexander Grothendieck 40:36 - Gravity and Quantum Mechanics 43:00 - Collapse of the Wave Function 53:04 - Gravitational Fields and the Wave Function 01:11:02 - Free Will 01:14:03 - Is the Universe Discrete or Continuous? 01:16:35 - Ai's Capabilities 01:19:09 - Many Worlds Theory 01:20:38 - Idealism 01:21:35 - CCC 01:23:31 - Roger's Legacy 01:33:25 - Outro / Support TOE Other Links: - Twitter: https://twitter.com/TOEwithCurt - Discord Invite: https://discord.com/invite/kBcnfNVwqs - iTunes: https://podcasts.apple.com/ca/podcast/better-left-unsaid-with-curt-jaimungal/id1521758802 - Subreddit r/TheoriesOfEverything: https://reddit.com/r/theoriesofeverything #science #physics #penrose #quantumphysics #theoreticalphysics Learn more about your ad choices. Visit megaphone.fm/adchoices

This week co-host's Dave and Aaron find themselves talking to a person working in the Twin Cities, who has never been to the Twin Cities. And if that isn't a riddle enough, they have to try and figure out his old poems! Adam Shaw brings poems from an old duct taped journal and when these three nerds aren't discussing LOTR's sword names, they are trying to make heads or tales of some moody rhymes that could use some work. My Bad Poetry Episode 6.10: "Windowless Room, Taos Court, & Algebraic Hymn (w/Adam Shaw)" End Poem from a Real Poet: "You're Not Even the Dirtbag" by Adam Shaw found in Rejection Letters. Adam Shaw is the MFA director of Concordia University in St. Paul, living in Louisville, KY. He is the author of the novel The Jackels and has had works appear in Taco Bell Quarterly, The Daily Drunk, and beyond. One can also submit their works to Identity Theory where Adam is an assistance editor. Follow him @adamshaw502. Podcast Email: mybadpoetry.thepodcast@gmail.com Bluesky: @mybadpoetrythepod.bsky.social Instagram & Threads: @MyBadPoetry_ThePod Website: ⁠⁠⁠⁠⁠⁠https://www.mybadpoetry.com

Whether you're in high school or just trying to get better at algebra, 9th Grade Algebra's self-study guide has all the tips and tricks to make learning easy. Sign up for a copy of the guide today at https://www.ninthgradealgebramadeeasy.com/ LP Consulting LLC City: Monroe Address: 3648 Gruber Rd Website: https://get26k.com/ Email: lpciaff@gmail.com

Arthur O'Dwyer is a C++ programmer and blogger who today joined us to talk about his musings on the algebraic structure of the popular web-game Infinite Craft. Infinite Craft is a clever little experiment in sandboxed exploration, and it turns out to give rise to a rather complex mathematical structure with some interesting background in theoretical CS. Arthur covered all this and more in his presentation, which was super interesting and a lot of fun to watch. Check out Arthur's original blog post here: https://quuxplusone.github.io/blog/2024/03/03/infinite-craft-theory/ Check out Arthur's slides here: https://bstn.cc/artifacts/arthurODwyer/infiniteCraft.pdf

E53: FTCE | General Knowledge | Mathematics | Defining algebraic functions In today's episode, we are reviewing the definition of a function. This is part of a multi-series review of what YOU need to know to pass the Mathematics subtest of the GK. About FTCE Seminar How do you PASS the Florida Teacher Certification Exams (FTCE)? On this podcast, we will be discussing concepts from the FTCE Testing Blueprint to help you prepare for the exam. ..Not only is each episode based on the FTCE General Knowledge essay subtest, English Language Skills subtest, Reading subtest, and Mathematics subtest, but I am also using my experience as a FTCE Tutor, 10 year classroom teacher who has passed the FTCE GK Exam, FTCE Professional Education Exam, FTCE Exceptional Student Education Exam, FTCE English 6-12 Exam, FTCE Journalism Exam, and the Reading Endorsement to help you pass and start teaching. ..How do educational podcasts work? Each podcast covers one concept from the FTCE Testing Blueprint. This method is called micro-learning where you listen repeatedly to concepts to reinforce your knowledge and understanding. Try it out! Check it out! And leave your questions and comments below. ----------------------------------------------- RESOURCES (Free)

E47: Teacher Certification Podcast | FTCE | General Knowledge | Mathematics | Identifying Equivalent Expressions In today's episode, we are reviewing algebraic expressions, equations, and inequalities to solve real-world problems. This is part of a multi-series review of what YOU need to know to pass the Mathematics subtest of the GK. Check out ⁠⁠the resources⁠⁠ at the FTCE Seminar ⁠⁠⁠⁠⁠⁠⁠⁠⁠website ⁠⁠⁠⁠⁠⁠⁠⁠⁠. Support FTCE Seminar! Contributions are appreciated and help support the maintenance of this resource. Donations can be made with the ⁠⁠⁠⁠⁠⁠⁠⁠⁠Listener Supporter Link ⁠⁠⁠⁠⁠⁠⁠⁠⁠on Spotify. --- Support this podcast: https://podcasters.spotify.com/pod/show/ftceseminar/support

Fredrik is joined by Emil Privér and Leandro Ostera for a discussion of the OCaml ecosystem, and making it Saas-ready by building Riot. First of all: OCaml. What is the thing with the language, and how you might get into it coming from other languages? The OCaml community is nice, interested in getting new people in, and pragmatic. And it has a nice mix of research and industry as well. Then, Leandro tells us about Riot - an experiment in bringing everything good about the Erlang and Elixir ecosystems into OCaml. The goal? Make OCaml saas-ready. Riot is not 1.0 just yet, but an impressive amount has been built in just five(!) months. Emil moves the discussion over to the mindset of shipping, and of finding and understanding good ideas in other places and picking them up rather than reinventing the wheel. Leandro highly recommends reading the code of other projects. Read and understand the code and solutions others have written, re-use good ideas and don’t reinvent the wheel more often than you really have to. Last, but by no means least, shoutouts to some of the great people building the OCaml community, and a bit about Emil’s project DBCaml. Thank you Cloudnet for sponsoring our VPS! Comments, questions or tips? We a re @kodsnack, @tobiashieta, @oferlund and @bjoreman on Twitter, have a page on Facebook and can be emailed at info@kodsnack.se if you want to write longer. We read everything we receive. If you enjoy Kodsnack we would love a review in iTunes! You can also support the podcast by buying us a coffee (or two!) through Ko-fi. Links Emil Leo Leo on Twitch Previous Kodsnack appearances by Emil Riot Sinatra Backbone.js Ember.js Angularjs React Erlang Tarides - where Leandro currently works OCaml Robin Milner - designer of ML Caml Javacaml F# Imperative programming Object-oriented programming Pure functions and side effects Monads The OCaml compiler Reason - the language built by Jordan Walke, the creator of React Standard ML React was prototyped in Standard ML Melange - OCaml compiler backend producing Javascript OCaml by example The OCaml Discord The Reason Discord Rescript Jane street High-frequency trading The Dune build system Erlang process trees Caramel - earlier experiment of Leandro’s Louis Pilfold Gleam Algebraic effects Continuations Pool - Emil’s project Gluon Bytestring Atacama - connection pool inspired by Thousand island Nomad - inspired by Bandit Trail - middleware inspired by Plug Sidewinder - Livewire-like Saas - software as a service DBCaml Johan Öbrink Ecto Mint tea - inspired by Bubble tea Autobahn|Testsuite - test suite for specification compliance Serde - Rust and OCaml serialization framework S-expressions TOML Dillon Mulroy Metame - community kindness pillar welltypedwitch Sabine maintains ocaml.org OCaml playground OCaml cookbook - in beta, sort of teej_dv ocaml.org Pool party Drizzle SQLX SQL Join types (left, inner, and so on) dbca.ml internet.bs The Caravan Essentials of compilation Reading rainbow Titles Few people can have a massive impact Impact has been an important thing for me It’s a language out there A very long lineage of thinking about programming languages Programs that never fail The functional version of Rust Melange is amazing This is not a toy project Yes, constraints! Wonders in community growth Arrow pointing toward growth Programs that don’t crash A very different schoold of reliability Invert the arrow Very easy on the whiteboard Multicore for free An entire stack from scratch Built for the builders A massive tree of things Make OCaml saas-ready Leo is a shipper Standing on the shoulders of many, many giants Learn from other people I exude OCaml these days Sitting down and building against the spec You just give it something Your own inner join We build everything in public The gospel of the dunes

Learning Mathematics can be fun if we understand and learn Algebraic Identities. These Identities have a variety of usage in the mathematical world . Here's a good beginning. Let's keep our journey full of fun and activities #mathisfun #mathematicssimplified #learningbydoing #experientiallearning

Este episódio é uma republicação de um episódio do podcast Elixir em Foco. Saiba mais sobre o episódio em https://podcasters.spotify.com/pod/show/elixiremfoco/episodes/32--A-linguagem-Lean--com-Algebraic-Sofia-e-Algebraic-Gabi-e2b8kao O Emílias Podcast é um projeto de extensão da UTFPR Curitiba. Descubra tudo sobre o programa Emílias - Armação em Bits em ⁠⁠⁠⁠⁠⁠⁠⁠https://linktr.ee/Emilias⁠⁠⁠⁠⁠. #PODCAST #EMILIAS --- Send in a voice message: https://podcasters.spotify.com/pod/show/emilias-podcast/message

Understanding algebra and its nuances is something every mathematics student wishes for . Let's work on getting there with the wonderful world of Algebra opening up. Keep learning by doing because that's the perfect way of understanding the concepts and applying them in real life situations. #mathisfun #learningbydoing #experientiallearning #mathematicssimplified

We learn about Algebraic Effects with the Scala library Kyo ( getkyo.io) from the creator, Flavio Brasil. Discuss this episode: ⁠⁠https://discord.gg/nPa76qF

You're in for a treat, listeners! Coming to our microphone is the one and only Mick Dundee, whose credentials span from being a design animator to a seasoned name in the entertainment industry. Get ready to be tickled pink as Mick retraces his humorous journey in comedy, his seafaring adventures, and unveils his peculiar lockdown hobby.Support the show

Algebraic expressions involve polynomials for which students struggle to find out the zeros. Here are some tips to find the zeros of polynomials in different types. #mathematicssimplified #mathisfun #learningbydoing #experientiallearning

Neste episódio do podcast Elixir em Foco, Adolfo Neto, Herminio Torres e Zoey Pessanha entrevistaram Sofia Rodrigues (Algebraic Sofia) e Gabrielle Guimarães de Oliveira (Algebraic Gabi) para discutir a linguagem de programação Lean. Durante a entrevista, eles exploraram vários aspectos da linguagem e a experiência das convidadas. Algumas das perguntas respondidas neste episódio: O que é Lean e quais são suas características? Por que e quando Gabi e Sofia se interessaram por Lean? Por que Gabi e Sofia decidiram participar da Rinha de Backend com uma solução em Lean e C++? O que foi a Rinha de Compiladores? Este episódio ofereceu uma visão informativa da linguagem Lean. Aprender Lean pode ser uma experiência valiosa para a comunidade de Elixir. Links: Sofia Rodrigues https://twitter.com/algebraic_sofia https://github.com/algebraic-sofia  Gabrielle Guimarães de Oliveira https://twitter.com/algebraic_gabi https://github.com/aripiprazole  https://aripiprazole.dev/ https://gabx.io/  λ Algebraic https://algebraic.dev/ https://github.com/lurasidone  Rinha de Backend https://github.com/zanfranceschi/rinha-de-backend-2023-q3  Rinha de Compiladores https://github.com/aripiprazole/rinha-de-compiler Raciocínio Automatizado com Leonardo de Moura https://www.youtube.com/watch?v=bwKFcLaeD1A  Programming Language Foundations in Agda https://plfa.github.io/   "The Economics of Programming Languages" by Evan Czaplicki (Strange Loop 2023) https://youtu.be/XZ3w_jec1v8?si=Oekqx6Zv57w6HJYa  Crafting Interpreters https://craftinginterpreters.com/  Engineering a Compiler 3rd Edition - August 20, 2022 Keith D. Cooper, Linda Torczon https://shop.elsevier.com/books/engineering-a-compiler/cooper/978-0-12-815412-0  Nosso canal é⁠⁠⁠ https://www.youtube.com/@ElixirEmFoco⁠⁠⁠ Associe-se à Erlang Ecosystem Foundation em ⁠https://bit.ly/3Sl8XTO⁠⁠⁠. O site da fundação é ⁠⁠⁠https://bit.ly/3Jma95g⁠⁠⁠. Nosso site é ⁠https://elixiremfoco.com⁠⁠⁠.  Estamos no Twitter em ⁠https://twitter.com/elixiremfoco⁠ --- Send in a voice message: https://podcasters.spotify.com/pod/show/elixiremfoco/message

Algebraic expressions involve polynomials. Degree of polynomial is an important thing to be understood so that we can build up the theory further. #mathematicssimplified #mathisfun #learningbydoing #experientiallearningofmathematics

Understanding Algebraic expressions is a great way of learning mathematics. In this episode we have discussed about the Like and Unlike terms in an Algebraic Expression. Keep learning one step at a time and you will be doing great. #mathematicssimplified #mathisfun #learningbydoing #experientiallearning

Algebra is a broad topic that sometimes baffles students. Here is an attempt to make things simple and easy to understand. Learning about Algebraic expressions is the first step towards understanding basic Algebra #mathematicssimplified #mathisfun #learningbydoing

With this 9th Grade Algebra guide, you're prepared for all those pesky creative problems you're likely to face. Grab it for free now! Find out more at: https://www.ninthgradealgebramadeeasy.com/ LP Consulting LLC City: Monroe Address: 3648 Gruber Rd Website https://get26k.com/ Phone +1-734-274-2488 Email lpciaff@gmail.com

OpenAI's large-scale language-generation tool ChatGPT may have been used to draft some content in this episode and some of the show notes of this episode. StudySquare Ltd has adapted the content, and the publication is attributed to StudySquare Ltd. This episode is a general guideline for information and not a specific tutorial for any specific syllabus; therefore, it should not be relied upon. StudySquare Ltd and any people involved in producing this podcast take no responsibility or liability for any potential errors or omissions regarding this podcast and make no guarantees of any completeness, accuracy, or usefulness of the information contained in this podcast, its structure or its show notes. The problems or questions in this episode might not appear in exam papers.The content in this episode might be more relevant to learners in the United Kingdom. Laws, educational standards, and exam requirements may vary significantly from one location to another. It's the listener's responsibility to confirm that the material complies with the requirements and regulations of their local educational system. If any content of this episode does not comply with your local regulations or laws, please discontinue listening and consult with your local educational authorities.Any references to experiments in this episode are for information purposes only and do not allow any listener to perform them without proper guidance or support. Experiments or practical work mentioned during this episode should not be attempted without appropriate supervision from a qualified teacher or professional. Additionally, the information provided in our podcast is not medical advice and should not be taken as such. If you require medical advice, please consult a healthcare professional. This episode is provided 'as is' without any representations or warranties, express or implied.This episode covers the following:• Factorising quadratics• Completing the square• Algebraic fractions• Page for this topic: https://studysquare.co.uk/test/Maths/Edexcel/GCSE/Factorisation?s=p• Trial lesson (terms and conditions apply): https://www.studysquare.co.uk/trial?s=p-/test/Maths/Edexcel/GCSE/Factorisation• Privacy policy of Spreaker (used to distribute this episode): https://www.spreaker.com/privacy

Sean Carroll is a theoretical physicist and philosopher who specializes in quantum mechanics, cosmology, and the philosophy of science. He is the Homewood Professor of Natural Philosophy at Johns Hopkins University and an external professor at the Sante Fe Institute. Sean has contributed prolifically to the public understanding of science through a variety of mediums: as an author of several physics books including Something Deeply Hidden and The Biggest Ideas in the Universe, as a public speaker and debater on a wide variety of scientific and philosophical subjects, and also as a host of his podcast Mindscape which covers topics spanning science, society, philosophy, culture, and the arts. www.patreon.com/timothynguyen In this episode, we take a deep dive into The Many Worlds (Everettian) Interpretation of quantum mechanics. While there are many philosophical discussions of the Many Worlds Interpretation available, ours marries philosophy with the technical, mathematical details. As a bonus, the whole gamut of topics from philosophy and physics arise, including the nature of reality, emergence, Bohmian mechanics, Bell's Theorem, and more. We conclude with some analysis of Sean's speculative work on the concept of emergent spacetime, a viewpoint which naturally arises from Many Worlds. This video is most suitable for those with a basic technical understanding of quantum mechanics. Part I: Introduction 00:00:00 : Introduction 00:05:42 : Philosophy and science: more interdisciplinary work? 00:09:14 : How Sean got interested in Many Worlds (MW) 00:13:04 : Technical outline Part II: Quantum Mechanics in a Nutshell 00:14:58 : Textbook QM review 00:24:25 : The measurement problem 00:25:28 : Einstein: "God does not play dice" 00:27:49 : The reality problem Part III: Many Worlds 00:31:53 : How MW comes in 00:34:28 : EPR paradox (original formulation) 00:40:58 : Simpler to work with spin 00:42:03 : Spin entanglement 00:44:46 : Decoherence 00:49:16 : System, observer, environment clarification for decoherence 00:53:54 : Density matrix perspective (sketch) 00:56:21 : Deriving the Born rule 00:59:09 : Everett: right answer, wrong reason. The easy and hard part of Born's rule. 01:03:33 : Self-locating uncertainty: which world am I in? 01:04:59 : Two arguments for Born rule credences 01:11:28 : Observer-system split: pointer-state problem 01:13:11 : Schrodinger's cat and decoherence 01:18:21 : Consciousness and perception 01:21:12 : Emergence and MW 01:28:06 : Sorites Paradox and are there infinitely many worlds 01:32:50 : Bad objection to MW: "It's not falsifiable." Part IV: Additional Topics 01:35:13 : Bohmian mechanics 01:40:29 : Bell's Theorem. What the Nobel Prize committee got wrong 01:41:56 : David Deutsch on Bohmian mechanics 01:46:39 : Quantum mereology 01:49:09 : Path integral and double slit: virtual and distinct worlds Part V. Emergent Spacetime 01:55:05 : Setup 02:02:42 : Algebraic geometry / functional analysis perspective 02:04:54 : Relation to MW Part VI. Conclusion 02:07:16 : Distribution of QM beliefs 02:08:38 : Locality   Further reading: Hugh Everett. The Theory of the Universal Wave Function, 1956. Sean Carroll. Something Deeply Hidden, 2019. More Sean Carroll & Timothy Nguyen: Fragments of the IDW: Joe Rogan, Sam Harris, Eric Weinstein: https://youtu.be/jM2FQrRYyas Twitter: @iamtimnguyen Webpage: http://www.timothynguyen.org  

Listen in as LeiLani chats with Maurice Draggon, Sr. Director of Digital Learning at Orange County Public Schools in Orlando, Florida. First they discuss the implications of AI in schools and then the emerging time and space AI known as Intelligent Calendaring for its possibilities and then the combination of both new technologies for “uberizing” learning.  Along the way, comments about what AI will not do and the human teacher intersecting live with students more efficiently makes for an interesting conversation you don't want to miss.

In episode 73 of the pharmaceutical calculations podcast, you will learn how to master two ubiquitous pharmacy calculations concepts: alligation and the algebraic method using eleven strategically selected questions. This episode was originally broadcast as a video on our YouTube channel: www.youtube.com/pharmaceuticalcalculationseasyAdditional Resources for Practice:Pharmaceutical Calculations: 1001 Questions with Answers: https://www.rxcalculations.com/shop/uncategorized/pharmaceutical-calculations-1001-questions-answers/NAPLEX Question Bank: https://www.rxcalculations.com/shop/uncategorized/gold-membership/Join Our Social Media Community:Website: http://www.rxcalculations.comForum: https://forum.rxcalculations.com/Facebook: https://www.facebook.com/pharmaceuticalcalculationsTwitter: https://twitter.com/RxCalculationsInstagram: https://www.instagram.com/rxcalculationsYouTube: www.youtube.com/pharmaceuticalcalculationseasyAbout RxCalculations: RxCalculations helps you master pharmaceutical calculations. We make it so you never have to worry about failing an exam or compromising patient safety because of a calculations error. RxCalculations is a leading global educational service platform focused on developing top quality pharmaceutical calculations products to help prospective pharmacists and health care professionals all over the world resolve one of the biggest challenges related to their profession.Our top quality products include affordable courses, personal consults, books, video tutorials, timed quizzes and apps designed to make you an expert in solving any pharmaceutical calculations question. We also have the largest pharmaceutical calculations online question bank which has over 1000 questions covering every important calculations topic as well as step-by-step video solutions. With all these resources at your disposal we have all you need to not only master pharmacy calculations but ace every test as well as passing your board exams.

In episode 70 of the pharmaceutical calculations podcast, you will learn how the algebraic method is best suited to solve this tricky dilution calculations question asked by a viewer. This episode was originally broadcast as a video on our YouTube channel: www.youtube.com/pharmaceuticalcalculationseasyAdditional Resources for Practice:Pharmaceutical Calculations: 1001 Questions with Answers: https://www.rxcalculations.com/shop/uncategorized/pharmaceutical-calculations-1001-questions-answers/NAPLEX Question Bank: https://www.rxcalculations.com/shop/uncategorized/gold-membership/Join Our Social Media Community:Website: http://www.rxcalculations.comForum: https://forum.rxcalculations.com/Facebook: https://www.facebook.com/pharmaceuticalcalculationsTwitter: https://twitter.com/RxCalculationsInstagram: https://www.instagram.com/rxcalculationsYouTube: www.youtube.com/pharmaceuticalcalculationseasyAbout RxCalculations: RxCalculations helps you master pharmaceutical calculations. We make it so you never have to worry about failing an exam or compromising patient safety because of a calculations error. RxCalculations is a leading global educational service platform focused on developing top quality pharmaceutical calculations products to help prospective pharmacists and health care professionals all over the world resolve one of the biggest challenges related to their profession.Our top quality products include affordable courses, personal consults, books, video tutorials, timed quizzes and apps designed to make you an expert in solving any pharmaceutical calculations question. We also have the largest pharmaceutical calculations online question bank which has over 1000 questions covering every important calculations topic as well as step-by-step video solutions. With all these resources at your disposal we have all you need to not only master pharmacy calculations but ace every test as well as passing your board exams.

What do I mean by algebra? And how do we get from level 0 to level 3?

Welcome back to the Heinemann Podcast. Today we are joined by Julie McNamara. She is an associate professor of mathematics education at California State University, East Bay, in Hayward California. She also provides professional development and classroom coaching to teachers in the San Francisco Bay Area.This short conversation was recorded back in September, and Julie and I talked about how students develop algebraic reasoning skills in their younger years.As always, a transcript of this conversation is available on blog.heineman.com© Heinemann Publishing 2022See Privacy Policy at https://art19.com/privacy and California Privacy Notice at https://art19.com/privacy#do-not-sell-my-info.

Pada episode ini kami membahas cara mempelajari topologi melalui sifat-sifat aljabar... kok bisa? Bahasan utama mulai dari (39:36)

In episode 59 of the pharmaceutical calculations podcast, you will learn how to use the algebraic and alligation methods to solve an interesting dilution calculations question asked by a viewer. This episode was originally broadcast as a video on our YouTube channel: www.youtube.com/pharmaceuticalcalculationseasyAdditional Resources for Practice:Pharmaceutical Calculations: 1001 Questions with Answers: https://www.rxcalculations.com/shop/uncategorized/pharmaceutical-calculations-1001-questions-answers/NAPLEX Question Bank: https://www.rxcalculations.com/shop/uncategorized/gold-membership/Join Our Social Media Community:Website: http://www.rxcalculations.comForum: https://forum.rxcalculations.com/Facebook: https://www.facebook.com/pharmaceuticalcalculationsTwitter: https://twitter.com/RxCalculationsInstagram: https://www.instagram.com/rxcalculationsYouTube: www.youtube.com/pharmaceuticalcalculationseasyAbout RxCalculations: RxCalculations helps you master pharmaceutical calculations. We make it so you never have to worry about failing an exam or compromising patient safety because of a calculations error. RxCalculations is a leading global educational service platform focused on developing top quality pharmaceutical calculations products to help prospective pharmacists and health care professionals all over the world resolve one of the biggest challenges related to their profession.Our top quality products include affordable courses, personal consults, books, video tutorials, timed quizzes and apps designed to make you an expert in solving any pharmaceutical calculations question. We also have the largest pharmaceutical calculations online question bank which has over 1000 questions covering every important calculations topic as well as step-by-step video solutions. With all these resources at your disposal we have all you need to not only master pharmacy calculations but ace every test as well as passing your board exams.

Guest: Mrs Mahloane

 Ningning Xie is interviewed by Niki Vazou and Andres Loh. Ningning first contributed to GHC at her Google summer of code project with a very ambitious goal of implementing the whole dependent Haskell. Also later she fixed several ghc bugs and worked on Koka's Algebraic effects. Her future hope and advice is to use programming language concepts on real-word problems.

In episode 55 of the pharmaceutical calculations podcast, you will learn how to use the alligation method and the algebraic method to solve an important dilution calculations exam type question which was asked by a subscriber. This episode was originally broadcast as a video on our YouTube channel: www.youtube.com/pharmaceuticalcalculationseasyAdditional Resources for Practice:Pharmaceutical Calculations: 1001 Questions with Answers: https://www.rxcalculations.com/shop/uncategorized/pharmaceutical-calculations-1001-questions-answers/NAPLEX Question Bank: https://www.rxcalculations.com/shop/uncategorized/gold-membership/Join Our Social Media Community:Website: http://www.rxcalculations.comForum: https://forum.rxcalculations.com/Facebook: https://www.facebook.com/pharmaceuticalcalculationsTwitter: https://twitter.com/RxCalculationsInstagram: https://www.instagram.com/rxcalculationsYouTube: www.youtube.com/pharmaceuticalcalculationseasyAbout RxCalculations: RxCalculations helps you master pharmaceutical calculations. We make it so you never have to worry about failing an exam or compromising patient safety because of a calculations error. RxCalculations is a leading global educational service platform focused on developing top quality pharmaceutical calculations products to help prospective pharmacists and health care professionals all over the world resolve one of the biggest challenges related to their profession.Our top quality products include affordable courses, personal consults, books, video tutorials, timed quizzes and apps designed to make you an expert in solving any pharmaceutical calculations question. We also have the largest pharmaceutical calculations online question bank which has over 1000 questions covering every important calculations topic as well as step-by-step video solutions. With all these resources at your disposal we have all you need to not only master pharmacy calculations but ace every test as well as passing your board exams.

Francesco Gardin CEO and Executive Chairman of Quantum Blockchain Technologies #QBT discusses how their new director appointment, Peter Fuhrman, will have a strong positive impact, due to his experience and vast network that he has developed in over 30 years of international business. QBT is researching multiple alternative routes to cheaper and faster Bitcoin Mining.  The R&D team is working on the following promising research areas:   * Quantum Computing   * Cryptographic Optimisation   * Deep Learning and Artificial Intelligence ("AI")   * Field-programmable gate array ("FPGA") / application-specific integrated     circuit ("ASIC") Design   * Algebraic and Boolean Equation Reduction   * Very Large Big Data   * High performance computing architectures To read the full RNS click here

Algebraic and machine learning approach to hierarchical triple-star stability by Pavan Vynatheya et al. on Tuesday 06 September We present two approaches to determine the dynamical stability of a hierarchical triple-star system. The first is an improvement on the Mardling-Aarseth stability formula from 2001, where we introduce a dependence on inner orbital eccentricity and improve the dependence on mutual orbital inclination. The second involves a machine learning approach, where we use a multilayer perceptron (MLP) to classify triple-star systems as `stable' and `unstable'. To achieve this, we generate a large training data set of 10^6 hierarchical triples using the N-body code MSTAR. Both our approaches perform better than previous stability criteria, with the MLP model performing the best. The improved stability formula and the machine learning model have overall classification accuracies of 93 % and 95 % respectively. Our MLP model, which accurately predicts the stability of any hierarchical triple-star system within the parameter ranges studied with almost no computation required, is publicly available on Github in the form of an easy-to-use Python script. arXiv: http://arxiv.org/abs/http://arxiv.org/abs/2207.03151v2

Tai-Danae Bradley is a mathematician who received her Ph.D. in mathematics from the CUNY Graduate Center. She was formerly at Alphabet and is now at Sandbox AQ, a startup focused on combining machine learning and quantum physics. Tai-Danae is a visiting research professor of mathematics at The Master's University and the executive director of the Math3ma Institute, where she hosts her popular blog on category theory. She is also a co-author of the textbook Topology: A Categorical Approach that presents basic topology from the modern perspective of category theory. In this episode, we provide a compressed crash course in category theory. We provide definitions and plenty of basic examples for all the basic notions: objects, morphisms, categories, functors, natural transformations. We also discuss the first basic result in category theory which is the Yoneda Lemma. We conclude with a discussion of how Tai-Danae has used category-theoretic methods in her work on language modeling, in particular, in how the passing from syntax to semantics can be realized through category-theoretic notions. Originally published on July 20, 2022 on YouTube: https://youtu.be/Gz8W1r90olc   Timestamps: 00:00:00 : Introduction 00:03:07 : How did you get into category theory? 00:06:29 : Outline of podcast 00:09:21 : Motivating category theory 00:11:35 : Analogy: Object Oriented Programming 00:12:32 : Definition of category 00:18:50 : Example: Category of sets 00:20:17 : Example: Matrix category 00:25:45 : Example: Preordered set (poset) is a category 00:33:43 : Example: Category of finite-dimensional vector spaces 00:37:46 : Forgetful functor 00:39:15 : Fruity example of forgetful functor: Forget race, gender, we're all part of humanity! 00:40:06 : Definition of functor 00:42:01 : Example: API change between programming languages is a functor 00:44:23 : Example: Groups, group homomorphisms are categories and functors 00:47:33 : Resume definition of functor 00:49:14 : Example: Functor between poset categories = order-preserving function 00:52:28 : Hom Functors. Things are getting meta (no not the tech company) 00:57:27 : Category theory is beautiful because of its rigidity 01:00:54 : Contravariant functor 01:03:23 : Definition: Presheaf 01:04:04 : Why are things meta? Arrows, arrows between arrows, categories of categories, ad infinitum. 01:07:38 : Probing a space with maps (prelude to Yoneda Lemma) 01:12:10 : Algebraic topology motivated category theory 01:15:44 : Definition: Natural transformation 01:19:21 : Example: Indexing category 01:21:54 : Example: Change of currency as natural transformation 01:25:35 : Isomorphism and natural isomorphism 01:27:34 : Notion of isomorphism in different categories 01:30:00 : Yoneda Lemma 01:33:46 : Example for Yoneda Lemma: Identity functor and evaluation natural transformation 01:42:33 : Analogy between Yoneda Lemma and linear algebra 01:46:06 : Corollary of Yoneda Lemma: Isomorphism of objects = Isomorphism of hom functors 01:50:40 : Yoneda embedding is fully faithful. Reasoning about this. 01:55:15 : Language Category 02:03:10 : Tai-Danae's paper: "An enriched category theory of language: from syntax to semantics" Further Reading: Tai-Danae's Blog: https://www.math3ma.com/categories Tai-Danae Bradley. "What is applied category theory?" https://arxiv.org/pdf/1809.05923.pdf Tai-Danae Bradley, John Terilla, Yiannis Vlassopoulos. "An enriched category theory of language: from syntax to semantics." https://arxiv.org/pdf/2106.07890.pdf

GCSE Maths Revision with Jonas provides you easy-to-follow theory and examples. With years of experience Jonas helps students to improve their confidence and skills so that they would be able to succeed in their exams. Listen to the podcast now and let's turn your exam experience into a success story. This episode covers: 1. Order of operations2. Vocabulary of equations3. Terms and factors4. Algebraic notation5. Substituting valuesResources: ⋅ Questions for this topic: http://studysquare.co.uk/test/Maths/AQA/GCSE/Basic-algebraic-equations ⋅ Exam Revision Guide: https://www.studysquare.co.uk/pdf ⋅ Thousands of exam-like questions: https://www.studysquare.co.uk/tests ⋅ Public past papers: https://www.studysquare.co.uk/papers/Maths ⋅ Online tutoring: https://www.studysquare.co.uk/tutoring ⋅ Follow Jonas on Instagram: https://www.instagram.com/jonastutoring/ ⋅ Follow Jonas on TikTok: https://www.tiktok.com/@jonastutoring? ⋅ Follow Jonas on Twitter: https://twitter.com/jonastutoring/ ⋅ Podcast Privacy policy: https://www.spreaker.com/privacy

In this episode, Bryce and Conor talk about inverse scans, groups and combinator birds!Date Recorded: 2021-09-11Date Released: 2021-10-01Canada Wide Science FairADSP Episode 43: Parallel Scans and AssociativityADSP Episode 44: Should You Drop Out of School?Inverse Scan ExampleAndreas Schätti TweetADSP Github RepoSunbubble ADSP Issue on GroupsAlgebraic GroupTo Mock a MockingbirdLambda CalculusSKI Combinator CalculusList of Combinator BirdsIntro Song InfoMiss You by Sarah Jansen https://soundcloud.com/sarahjansenmusicCreative Commons — Attribution 3.0 Unported — CC BY 3.0Free Download / Stream: http://bit.ly/l-miss-youMusic promoted by Audio Library https://youtu.be/iYYxnasvfx8

  W 75. odcinku poruszamy programowanie funkcyjne i z naszym gościem omawiamy najczęściej pojawiające się w tym paradygmacie terminy takie jak, operator punktu stałego, katamorfizm oraz cebula. A na zakończenie o tym czy programowanie funkcyjne ma jakieś minusy. Miłego słuchania. Gość odcinka: Artur Tadrała Chrzestni: Konrad Kokosa Książki (linki afiliacyjne): Problem trzech ciał - https://ebookpoint.pl/view/112736/wspomnienie-o-przeszlosci-ziemi-1-problem-trzech-cial-cixin-liu,e_0gvm.htm Wybawiciel - https://ebookpoint.pl/view/112736/wybawiciel-jo-nesbo,e_8003.htm Projekt Hail Mary - https://ebookpoint.pl/view/112736/projekt-hail-mary-andy-weir,e_215j.htm Linki: F# for fun and profit: https://fsharpforfunandprofit.com/ Option: https://fsharpforfunandprofit.com/posts/the-option-type/ Railway oriented Programming: https://vimeo.com/97344498 Purescript (wywodzący się z haskell język kompilowany do JS): https://www.purescript.org/ Algebraiczne typy danych: https://en.wikipedia.org/wiki/Algebraic_data_type Discriminated unions w Typescript (aka tagged unions): https://www.typescriptlang.org/docs/handbook/unions-and-intersections.html Typescript Partial i Readonly: https://www.typescriptlang.org/docs/handbook/advanced-types.html Incremental od JaneStreet: https://github.com/janestreet/incremental https://www.youtube.com/watch?v=G6a5G5i4gQU https://blog.janestreet.com/ https://softwaremill.com/blog/https://scalac.io/blog Typeclassopedia (wyjaśnienie różnych koncepcji FP): https://wiki.haskell.org/Typeclassopedia Typeclassy w Scali: https://scalac.io/blog/typeclasses-in-scala/ Recursion schemes: https://github.com/sellout/recursion-schemetalk/blob/master/cheat%20sheet.pdf Standardized Ladder of FP: https://github.com/grsmv/continuum-small-talks/blob/master/functional-programming-in-go/lambdaconf_slfp.pdf https://www.youtube.com/watch?v=ADqLBc1vFwI Karta odcinka na Trello: https://trello.com/c/XobQE8UP