selective
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| TeX | Haskell | |
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selective
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Is it possible to write a definitional interpreter in Applicative style?
I don't that that it goes fully all the way to monads. But, it does seem to require something "stronger" than applicatives, and I think stronger than selective functors -- though maybe there is a selection domain that is sufficient.
errors
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What are some alternatives?
transient - A full stack, reactive architecture for general purpose programming. Algebraic and monadically composable primitives for concurrency, parallelism, event handling, transactions, multithreading, Web, and distributed computing with complete de-inversion of control (No callbacks, no blocking, pure state)
time-warp
apecs - a fast, extensible, type driven Haskell ECS framework for games
effect-monad - Provides 'graded monads' and 'parameterised monads' to Haskell, enabling fine-grained reasoning about effects.
funflow - Functional workflows
frpnow
atl - Arrow Transformer Library
recursion-schemes - Generalized bananas, lenses and barbed wire
distributed-closure - Serializable closures for distributed programming.
sessiontypes
machinecell - Arrow based stream transducer
mmorph - Monad morphisms