…and two practical applications… The Y Combinator is an important result in theoretical computer science.1 In this essay, after a brief review of the work we’ve already done on the Mockingbird, we’ll derive the Why Bird, known most famously as the Y Combinator. The why bird provides all the benefits of the mockingbird, but allows us to write more idiomatic JavaScript. We’ll see that one of the ben
This document discusses hot and cold observables in RxSwift. It explains that subjects produce hot observables while operators produce cold observables. It provides examples of how cold observables resubscribe to source sequences while hot observables multicast their values to multiple observers. The document answers questions about the differences between hot and cold observable behavior.Read les
Introduction This is the first article in a series about continuations, forking, and monad transformers. Next article. Motivation When using StateT or ReaderT over IO, we sometimes would like to fork and still remain in this “monadic context”, but alas: main = flip evalStateT (0 :: Int) $ do modify (+1) liftIO $ forkIO $ do s <- get -- ^ type error: we are in IO, -- no state to `get`. d'oh! print
A computer model of a Bose-Einstein condensate, showing some of its wave-like nature. Credit: NASA Although I often write about quantum computing, I mainly write about two forms: gate quantum computing and adiabatic quantum computing. There is a third, though, called quantum walks. Quantum walks are found in nature: a quantum walk is how the electron-transfer step in photosynthesis works. Now rese
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