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Added Test.Benchmarking.Experiment for benching pure vs effectful fun…
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Oct 2, 2023
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module Test.Benchmark.PureComp | ||
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where | ||
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import Prelude | ||
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import Data.JSDate (getMilliseconds, now) | ||
import Effect (Effect) | ||
import Effect.Class.Console (log) | ||
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now' :: Effect Number | ||
now' = now >>= getMilliseconds | ||
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-- | Fibonacci as a pure function | ||
fib :: Int -> Int | ||
fib 0 = 0 | ||
fib 1 = 1 | ||
fib n = fib (n-1) + fib (n-2) | ||
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-- | Benchmarking Fibonacci, where we let-bind its result | ||
benchFibLetBind :: Int -> Effect Int | ||
benchFibLetBind n = do | ||
t1 <- now' | ||
let m = fib n -- If `m` is not yet used | ||
t2 <- now' | ||
log (show (t2 - t1) <> "ms") -- prints 0.0 ms | ||
pure m | ||
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-- | Benchmarking Fibonacci, where we let-bind its result and log it | ||
benchFibLetBindPrint :: Int -> Effect Int | ||
benchFibLetBindPrint n = do | ||
t1 <- now' | ||
let m = fib n -- If `m` is subsequently printed | ||
log (show m) | ||
t2 <- now' | ||
log (show (t2 - t1) <> "ms") -- prints correct ms | ||
pure m | ||
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-- | Benchmarking Fibonacci, where we monadically bind its result (using `pure`) | ||
benchFibDoBind :: Int -> Effect Int | ||
benchFibDoBind n = do | ||
t1 <- now' | ||
m <- pure $ fib n -- If `fib` is wrapped in `pure`, and the result `m` is not yet used | ||
t2 <- now' | ||
log (show (t2 - t1) <> "ms") -- prints 0.0 ms | ||
pure m | ||
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-- | Benchmarking Fibonacci, where we monadically bind its result (using `pure`) and log it | ||
benchFibDoBindPrint :: Int -> Effect Int | ||
benchFibDoBindPrint n = do | ||
t1 <- now' | ||
m <- pure $ fib n -- If `fib` is wrapped in `pure`, and the result `m` is subsequently printed | ||
log (show m) | ||
t2 <- now' | ||
log (show (t2 - t1) <> "ms") -- prints correct ms | ||
pure m | ||
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-- | Fibonacci as an effectful function | ||
fibm :: Int -> Effect Int | ||
fibm 0 = pure 0 | ||
fibm 1 = pure 1 | ||
fibm n = do | ||
n1 <- fibm (n-1) | ||
n2 <- fibm (n-2) | ||
pure (n1 + n2) | ||
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-- | Benchmarking the effectful version of Fibonacci, where we monadically bind its result | ||
benchFibmBind :: Int -> Effect Int | ||
benchFibmBind n = do | ||
t1 <- now' | ||
m <- fibm n -- If `fib` itself is defined as an effectful computation `fibm` | ||
t2 <- now' | ||
log (show (t2 - t1) <> "ms") -- prints correct ms (without needing the result `m` to be used beforehand) | ||
pure m | ||
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benchFibs :: Effect Unit | ||
benchFibs = do | ||
log ("-- | Benchmarking Fibonacci, where we let-bind its result") | ||
_ <- benchFibLetBind 40 | ||
log ("-- | Benchmarking Fibonacci, where we let-bind its result and log it") | ||
_ <- benchFibLetBindPrint 40 | ||
log ("-- | Benchmarking Fibonacci, where we monadically bind its result (using `pure`)") | ||
_ <- benchFibDoBind 40 | ||
log ("-- | Benchmarking Fibonacci, where we monadically bind its result (using `pure`) and log it") | ||
_ <- benchFibDoBindPrint 40 | ||
log ("-- | Benchmarking the effectful version of Fibonacci, where we monadically bind its result") | ||
_ <- benchFibmBind 40 | ||
pure unit |
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