シンポジウム「圏論的世界像からはじまる複合知の展望」@慶応大学 (Jan 25, 2020) http://www.inter.ipc.i.u-tokyo.ac.jp/symposium.html 「圏論とプログラミング」発表スライドメモ - Qiita https://qiita.com/i…
タグ検索の該当結果が少ないため、タイトル検索結果を表示しています。
Something went wrong, but don’t fret — let’s give it another shot.
The unfortunate meme phrase “a monad is just a monoid in the category of endofunctors, what’s the problem?” comes from two sources: The fact and most of the phrasing comes from Mac Lane’s Categories for the Working Mathematician, but “What’s the problem?” is a cheeky addition from a funny 2009 blog post: A Brief, Incomplete, and Mostly Wrong History of Programming Languages The meme words have bec
Sets Let’s begin our inquiry by looking at the basic theory of sets. Set theory and category theory share many similarities. We can view category theory as a generalization of set theory. That is, it’s meant to describe the same thing as set theory (everything?), but to do it in a more abstract manner, one that is more versatile and (hopefully) simpler. In other words, sets are an example of a cat
日本の印章制度・文化を守る議員連盟の所属している人物のカテゴリ。過去に会員であり、当人死亡以外の理由で会員を辞めている人物は「辞」に分類する。 目次
The equal sign is the bedrock of mathematics. It seems to make an entirely fundamental and uncontroversial statement: These things are exactly the same. But there is a growing community of mathematicians who regard the equal sign as math’s original error. They see it as a veneer that hides important complexities in the way quantities are related — complexities that could unlock solutions to an eno
カテゴリ「女性のシリアルキラー」にあるページ このカテゴリには 19 ページが含まれており、そのうち以下の 19 ページを表示しています。
John Baez This is a course based on Fong and Spivak's book Seven Sketches in Compositionality: An Invitation to Applied Category Theory, taught by John Baez and turned into nice webpages by Simon Burton. For more details, dive right in and check out Lecture 1. Chapter 1: Ordered Sets Lecture 1 - Introduction Lecture 2 - What is Applied Category Theory? Lecture 3 - Preorders Lecture 4 - Galois Conn
架空の盗賊に関するカテゴリ。 架空の盗賊そのものを主題とした項目のみを収め、独立項目になっていない架空の盗賊の名をタイトルに含む作品の項目は扱わない。
カテゴリ「正体不明の人物」にあるページ このカテゴリには 77 ページが含まれており、そのうち以下の 77 ページを表示しています。
It’s been 31 years since the release of Gender Trouble. What were you aiming to achieve with the book? It was meant to be a critique of heterosexual assumptions within feminism, but it turned out to be more about gender categories. For instance, what it means to be a woman does not remain the same from decade to decade. The category of woman can and does change, and we need it to be that way. Poli
On 29th of April 2024 a DigiCert employee received a personal call from a Sectigo employee. During the call, Sectigo mentioned that they had seen some issues with the case sensitivity of entries in the business category for some EV certificates. This was escalated internally, and an investigation was started. The initial investigation showed there is no issue with certificates currently being issu
Recent research has found that e-commerce category pages have higher click-through rates in search than individual category pages. So, if your e-commerce site is struggling to attract shoppers and convert them, your category pages (specifically, those on mobile) might be in need of a redesign. For e-commerce designers, it’s easy to focus on designing the home page, individual product pages as well
4にちなんだ名数のカテゴリ。 「名数」の定義は記事を参照してください。単に名前に「4」が入っているだけのものは避けてください(語源となっているものは可)。作品タイトルは、現状で大部分がカテゴライズされていないため、とりあえず対象外とします。 ソートキーは、「4」「4大」等を除いた部分の読みを記載してください。数字の前の部分(「日本4大」の「日本」等)の扱いは、ケースバイケースとし、規定しません。
This is a category of jobs that have been rendered obsolete due to advances in technology and/or social conditions.
I’ve just arXived my notes for Edinburgh’s undergraduate Galois theory course, which I taught from 2021 to 2023. I first shared the notes on my website some time ago. But it took me a while to arXiv them, because I wanted to simultaneously make public most of the other course materials. I now have, which means the following are now available to all: Notes forming a complete, self-contained account
Category Theory Illustrated is a primer in category theory and other mathematical theories that is made to be really accessible to people with no prior exposure to the subject, without being dumbed down, by utilizing visual explanations. Read online Get pdf Praise Category Theory Illustrated is the best introduction to Category Theory I’ve ever seen. It is highly visual, full of useful examples an
AI & MLLearn about artificial intelligence and machine learning across the GitHub ecosystem and the wider industry. Generative AILearn how to build with generative AI. GitHub CopilotChange how you work with GitHub Copilot. LLMsEverything developers need to know about LLMs. Machine learningMachine learning tips, tricks, and best practices. How AI code generation worksExplore the capabilities and be
クリエイターへの就職・転職を目指すにはリクナビやen転職など、大手だけでは役不足です。 コチラの記事で私が転職の際に活用し、複数内定を獲得したクリエイティブ系に強い転職エージェントを徹底解説! フリーランス志望の方、収入を増やしたい方に必須のエージェントは コチラの記事で解説しています。 不要な時は無効化、または削除で元通りにできます。 プラグインなのでわずかにサーバに負荷がかかるという欠点があります。 その② function.phpを設定する function.phpに下記コードを追記する方法です。 子テーマのfunction.phpにちょちょいとコピペしてください。 function remcat_function($link) { return str_replace("/category/", "/", $link); } add_filter('user_trailingsla
Today in New York we announced our broadest Surface lineup ever – with five new products coming this holiday and two new dual-screen devices, Surface Neo and Surface Duo, coming in Holiday 2020. Pre-release product shown, screens simulated and subject to change. When we started Surface, we had a vision to remove the conflict between the tablet and laptop. What started as an effort to create the tw
Parts 1 and 2 are found here and here From one perspective, categories are just another algebraic structure, like groups, monoids and rings. They are these abstract things that have some abstract equational axioms and operations. They are the next stop on our magnificent category journey. A monoid is a thing that has an associative operation with a unit. Addition and 0 make numbers a monoid. Multi
j次のブックマーク
k前のブックマーク
lあとで読む
eコメント一覧を開く
oページを開く