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blog.cofree.coffee | ||
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mmhaskell.com
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| | | | | Monads are viewed as one of the harder topics to learn in Haskell. But they don't have to be. Learn monads the easy way, by first looking at other functional structures like functors and applicatives. | |
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kndrck.co
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| | | | | Prelude State monads, introduced to me during the data61 functional programming course was one of my most memorable encounter with a monad. This was mainly because things only started to clicked and made a tiny bit of sense after a couple of weeks of frustration. This article is my attempt to explain the underlying mechanics of the State Monad to try and relief the frustration of whomever who was in my position. | |
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justinhj.github.io
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| | | | | IntroductionThis is a companion blog the seventh Functional Justin YouTube videowhich you can find here:https://www.youtube.com/watch?v=B1FSxbmZpCE | |
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dominiczypen.wordpress.com
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| | | The starting point of this blog post is a slight reformulation of the $latex T_0$ separation axiom: A topological space $latex (X,\tau)$ is $latex T_0$ if for all $latex x\neq y\in X$ there is a set $latex U\in \tau$ such that $latex \{x,y\}\cap U \neq \emptyset \text{ and } \{x,y\}\not\subseteq U.$ Given a cardinal $latex... | ||
