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FP Lunch | The Functional Programming Lunch at Nottingham | fplab.wordpress.com Reviews
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The Functional Programming Lunch at Nottingham
thorstenaltenkirch | FP Lunch
https://fplab.wordpress.com/author/thorstenaltenkirch
The Functional Programming Lunch at Nottingham. See me on Facebook. HoTT for lazy functional programmers (8/5/2015). Is the type of proofs that a is equal to b. The canonical way to prove an equality is reflexivity:. This is called an. While the previous rule is a. Now we know how to make elements of. But how can we define functions out of. This is explained by the elimination principle.To define a function. It is enough to explain what it is doing for refl:. As an example I can prove symmetry:. For vani...
HoTT for lazy functional programmers (8/5/2015) | FP Lunch
https://fplab.wordpress.com/2015/05/09/hott-for-lazy-functional-programmers
The Functional Programming Lunch at Nottingham. HoTT for lazy functional programmers (8/5/2015). Is the type of proofs that a is equal to b. The canonical way to prove an equality is reflexivity:. This is called an. While the previous rule is a. Now we know how to make elements of. But how can we define functions out of. This is explained by the elimination principle.To define a function. It is enough to explain what it is doing for refl:. As an example I can prove symmetry:. I am using here. For vanilla...
Conor’s talk on linear dependent types (1/5/2015) | FP Lunch
https://fplab.wordpress.com/2015/05/01/conors-talk-on-linear-dependent-types-152015
The Functional Programming Lunch at Nottingham. Conor’s talk on linear dependent types (1/5/2015). Conor was talking about a new approach to integrating linearity and dependent types. Attached are the smartboard images (ignore the first one🙂. fplunch. This entry was posted in Uncategorized. May 1, 2015. See me on Facebook. View all posts by thorstenaltenkirch →. Mixed induction/coinduction in Agda (13/2/2015). HoTT for lazy functional programmers (8/5/2015) →. Leave a Reply Cancel reply.
Monads as lax functors | FP Lunch
https://fplab.wordpress.com/2015/06/22/monads-as-lax-functors
The Functional Programming Lunch at Nottingham. Monads as lax functors. Last week, I talked about how to obtain generalisations of the notion of monad using lax 2-functors. You can find a summary over at my blog. This entry was posted in Uncategorized. June 22, 2015. HoTT for lazy functional programmers (8/5/2015). 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). Notify me of new comments via email.
May | 2015 | FP Lunch
https://fplab.wordpress.com/2015/05
The Functional Programming Lunch at Nottingham. Monthly Archives: May 2015. HoTT for lazy functional programmers (8/5/2015). Is the type of proofs that a is equal to b. The canonical way to prove an equality is reflexivity:. This is called an. While the previous rule is a. Now we know how to make elements of. But how can we define functions out of. This is explained by the elimination principle.To define a function. It is enough to explain what it is doing for refl:. As an example I can prove symmetry:.
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Monads as lax functors
http://www.paolocapriotti.com/blog/2015/06/22/monads-as-lax-functors
Functional programming and more. Monads as lax functors. Last week at FP Lunch. I talked about how to generalise the notion of. Using lax functors to ({ mathsf{Cat} ). Let’s begin by reviewing the classical definition. A monad. Is given by the following data:. A category ({ mathcal{C} ). An endofunctor (T : { mathcal{C} to { mathcal{C} ). Natural transformations ( eta : I to T ). And ( mu : T circ T to T ). Satisfying certains laws (namely: ( mu circ eta T = mu circ T eta = { mathsf{id} ). It is then rel...
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FP Lunch | The Functional Programming Lunch at Nottingham
The Functional Programming Lunch at Nottingham. Monads as lax functors. Last week, I talked about how to obtain generalisations of the notion of monad using lax 2-functors. You can find a summary over at my blog. This entry was posted in Uncategorized. June 22, 2015. HoTT for lazy functional programmers (8/5/2015). Is the type of proofs that a is equal to b. The canonical way to prove an equality is reflexivity:. This is called an. While the previous rule is a. Now we know how to make elements of. For va...
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