Monads in category theory is defined by triples T, unit, flat⟩.
class Monad t where map :: (a -> b) -> (t a -> t b) -- functorial action unit :: a -> t a flat :: t (t a) -> t a class KleisliTriple t where unit :: a -> t a flatMap :: t a -> (a -> t b) -> t b
KleisliTriple flats the structure by the operator:
bind in Haskell) that is composition of
However, I always think it’s much simpler and easier to understand and implement the Monad conept in functional programming to compose functions by flatten the structure with the object such as
flatUnit that is composition of
In this case,
map (just a legacy functor operator), all the benefit of Monad seems to be obtained.
So, here’s my question.
I have kept looking for documents about the kind of
flatUnit formalization in functional programming, but never found it. I understand there’s a historical context that Eugenio Moggi who first discovered the relevance of monads in functional programming, and in his paper that happened to be KleisliTriple application, but since Monads are not limited to Kleisli Category and considering the simplicity of
flatUnit, to me it’s very strange.
Why is that? and what do I miss?
✓ Extra quality
ExtraProxies brings the best proxy quality for you with our private and reliable proxies
✓ Extra anonymity
Top level of anonymity and 100% safe proxies – this is what you get with every proxy package
✓ Extra speed
1,ooo mb/s proxy servers speed – we are way better than others – just enjoy our proxies!
USA proxy location
We offer premium quality USA private proxies – the most essential proxies you can ever want from USA
Our proxies have TOP level of anonymity + Elite quality, so you are always safe and secure with your proxies
Use your proxies as much as you want – we have no limits for data transfer and bandwidth, unlimited usage!
Superb fast proxy servers with 1,000 mb/s speed – sit back and enjoy your lightning fast private proxies!
99,9% servers uptime
Alive and working proxies all the time – we are taking care of our servers so you can use them without any problems
No usage restrictions
You have freedom to use your proxies with every software, browser or website you want without restrictions
Perfect for SEO
We are 100% friendly with all SEO tasks as well as internet marketing – feel the power with our proxies
Buy more proxies and get better price – we offer various proxy packages with great deals and discounts
We are working 24/7 to bring the best proxy experience for you – we are glad to help and assist you!