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Recursive Lambda – Exploring Scientific Curiosities

Exploring Scientific Curiosities

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Recursive Lambda – Exploring Scientific Curiosities | legoaler.wordpress.com Reviews
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Exploring Scientific Curiosities
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Recursive Lambda – Exploring Scientific Curiosities | legoaler.wordpress.com Reviews

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Exploring Scientific Curiosities

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goalieca – Recursive Lambda

https://legoaler.wordpress.com/author/goalieca

January 6, 2016. Elliptic Curves Pt 2. Abstract Algebra. So in Part I. I demonstrated some basic number theory using Haskell. I began with the Integral. Class and followed up with some modular arithmetic. In this part, I will briefly discuss fields, groups, and rings and how they can be expressed in Haskell. If we start from the beginning. Sets are a good place. A set is simply a collection of items. The number of elements in the set is the cardinality. Closed: if a is in G and b is in G, then a*b is in G.

2

Proving 1+1=2 with GHC – Recursive Lambda

https://legoaler.wordpress.com/2014/08/28/proving-112-with-ghc

August 28, 2014. Proving 1 1=2 with GHC. I was reading lobsters. Today and came across an interesting blogpost about Dependant Types in Haskell. In it, the author uses an example of Natural numbers and shows how GADTs. Can be used for compile time checking for functions that can rule out classes of errors. There’s a lot more in his post of course, but I’m still trying to digest his type-algebra foo! Anyways, I recognized his definition of Natural numbers as peano arithmetic. 2 = S (S z). 3 = S (S (S z).

3

August 2014 – Recursive Lambda

https://legoaler.wordpress.com/2014/08

August 28, 2014. Proving 1 1=2 with GHC. I was reading lobsters. Today and came across an interesting blogpost about Dependant Types in Haskell. In it, the author uses an example of Natural numbers and shows how GADTs. Can be used for compile time checking for functions that can rule out classes of errors. There’s a lot more in his post of course, but I’m still trying to digest his type-algebra foo! Anyways, I recognized his definition of Natural numbers as peano arithmetic. 2 = S (S z). 3 = S (S (S z).

4

My Annoying C# Problem – Recursive Lambda

https://legoaler.wordpress.com/2014/02/28/my-annoying-c-sharp-problem

February 28, 2014. My Annoying C# Problem. Data structures are the bread and butter of any computer scientist. They are one of the first things taught in school and for good reason. Linus Torvalds, the creator of Linux and keeper of the holy rings of Betazed, once said. Bad programmers worry about the code. Good programmers worry about data structures and their relationships. This entry was posted in Misc. Google Reader is more than just an RSS front end. Python Evolved →. August 18, 2014 at 17:27. You a...

5

A Peek into the NES Architecture – Recursive Lambda

https://legoaler.wordpress.com/2011/04/10/a-peek-into-the-nes-architecture

April 10, 2011. A Peek into the NES Architecture. Normally, when blogs dissect a video game they break it down into characters, level design, and all the pieces that provide the user experience. In this series of posts, I will delve into the world of NES development and analyze the brush strokes of perhaps the most influential game developer ever: Shigeru Miyamoto. Today’s post will begin with an overview of the system itself. The Nintendo Entertainment System. The NES used a variant of the MOS 6502.

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