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tailcalled | A blog about programming, math and philosophy.A blog about programming, math and philosophy.
http://tailcalled.wordpress.com/
A blog about programming, math and philosophy.
http://tailcalled.wordpress.com/
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tailcalled | A blog about programming, math and philosophy. | tailcalled.wordpress.com Reviews
https://tailcalled.wordpress.com
A blog about programming, math and philosophy.
tailcalled.wordpress.com
tailcalled | A blog about programming, math and philosophy. | Page 2
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A blog about programming, math and philosophy. Newer posts →. Translation of “Monads are just Monoids in the Category of Endofunctors”. If you are interested in functional programming or Haskell, you have heard about monads. If you have heard about monads, you may have heard that…. Monads are just monoids in the category of endofunctors. First of all, what is a monoid? Class Monoid m where : m - m - m mempty : m. The contract of a monoid is exactly this:. A category is an abstraction that generalizes fu...
April | 2012 | tailcalled
https://tailcalled.wordpress.com/2012/04
A blog about programming, math and philosophy. Monthly Archives: April 2012. Translation of “Monads are just Monoids in the Category of Endofunctors”. If you are interested in functional programming or Haskell, you have heard about monads. If you have heard about monads, you may have heard that… Monads are just monoids in the category of endofunctors. I’ll use this post to translate … Continue reading →. On types, functional programming and monads. Michael Tsai - Blog….
About | tailcalled
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A blog about programming, math and philosophy. I like elegant useful formalizations. Other than that, I’m nobody. Also, I’m don’t like describing myself. Leave a Reply Cancel reply. Enter your comment here. Fill in your details below or click an icon to log in:. Address never made public). You are commenting using your WordPress.com account. ( Log Out. You are commenting using your Twitter account. ( Log Out. You are commenting using your Facebook account. ( Log Out. Notify me of new comments via email.
December | 2012 | tailcalled
https://tailcalled.wordpress.com/2012/12
A blog about programming, math and philosophy. Monthly Archives: December 2012. On types, functional programming and monads. There is a lot of confusion about types and monads, especially among people who’ve never used them to their full extent. In this post I wish to explore the motivations for having type systems and monads in a programming language, … Continue reading →. On types, functional programming and monads. Translation of “Monads are just Monoids in the Category of Endofunctors”.
Translation of “Monads are just Monoids in the Category of Endofunctors” | tailcalled
https://tailcalled.wordpress.com/2012/04/03/translation-of-monads-are-just-monoids-in-the-category-of-endofunctors
A blog about programming, math and philosophy. On types, functional programming and monads. →. Translation of “Monads are just Monoids in the Category of Endofunctors”. If you are interested in functional programming or Haskell, you have heard about monads. If you have heard about monads, you may have heard that…. Monads are just monoids in the category of endofunctors. First of all, what is a monoid? Class Monoid m where : m - m - m mempty : m. The contract of a monoid is exactly this:. A category is a...
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Functors, Monads, Applicatives – can be so simple | de.velopmind | The Det about Programming
https://thedet.wordpress.com/2012/04/28/functors-monads-applicatives-can-be-so-simple
Developmind The Det about Programming. April 28, 2012. Functors, Monads, Applicatives – can be so simple. 8212; Tags: Applicative. 8212; de.velopmind @ 5:37 pm. These concepts, what in the end is helpful. You can read an article, think, read some other perspective, come back to the first article again, a.s.o. Given some type constructor C. And two types A and B, we want to apply functions of type C[A]= C[B]. A) ( A= B ) = ( C[A]= C[B] ). B) ( A= C[B] ) = ( C[A]= C[B] ). C) ( C[A= B] ) = ( C[A]= C[B] ).
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tailcalled | A blog about programming, math and philosophy.
A blog about programming, math and philosophy. On types, functional programming and monads. To make sure that this tutorial is readable for everyone, I will quickly explain a bit of the syntax of Haskell. If you are already familiar with Haskell, skip past this section. In Haskell, one doesn’t use parentheses when applying functions:. But one may use it to make the prefix notation work when applying nested functions:. I will sometimes be using whitespace to avoid parentheses:. AddOne x = x 1. The type sy...
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