F# tips weekly #16: Asynchronous memoize

Caching the results of asynchronous functions is a common task. Can we use memoize for it? Let's find out!

Memoized Task

Surprisingly, task works great with the basic memoize function from Tip #14. If we use a function that returns Task<_>, we get a memoized version of that task. For example:

let t = memoize (fun x -> task { printfn "Run %i" x; Task.Delay 1000; return x })
[|1..10|] |> Array.map (fun x -> x % 2 |> t) |> System.Threading.Tasks.Task.WhenAll |> fun t -> t.Result

This code will output Run 0 and Run 1 just once.

This happens because Task<_> remembers its computed value. If the Task<_> value is queried again, it just returns the value without recomputation. So, our memoization is simply caching Task<_> values, but it works just fine. ConcurrentDictionary and Lazy take care of thread safety as in the non-task case.

This is quite useful for caching things like database queries. All memoize variants we showed earlier work with task out of the box.

Memoized Async

With async, it's a different story. async doesn't store its result; it's more like a delayed function that can be executed asynchronously. We can't modify memoize in a simple way because we would need to compute async inside cache.GetOrAdd, which is not easily possible without breaking thread safety.

One way to solve this is to handle thread locking ourselves using a synchronization primitive:

[<Struct>]
type MemoizeAsyncState<'a> = | Running of sem:System.Threading.SemaphoreSlim | Completed of 'a

let memoizeAsync f =
    let cache = System.Collections.Concurrent.ConcurrentDictionary()
    fun x -> async {
        match cache.GetOrAdd(x, valueFactory = fun _ -> Running(new System.Threading.SemaphoreSlim 1)) with
        | Running sem ->
            if sem.Wait(0) then
                // Not in cache, computing
                try
                    let! y = f x
                    cache.AddOrUpdate(x, Completed y, (fun _ _ -> Completed y)) |> ignore
                    return y
                finally
                    sem.Release() |> ignore
            else
                // Another thread is computing
                sem.Wait()
                sem.Release() |> ignore
                match cache.TryGetValue x with
                | (_, Completed y) -> return y
                | _ -> return failwith "computation aborted"
        | Completed y -> return y
    }

We use a custom state to mark that a value is being computed. The SemaphoreSlim synchronization primitive is used to lock other threads when one thread is computing the value. By using sem.Wait(0), we branch to either computing the value or waiting for another thread to compute the value. When the value is computed, we replace the value in the cache with the resulting value. We still use ConcurrentDictionary, but this time only to ensure that we create only one SemaphoreSlim for each key. The try ... finally block in the compute section ensures that we don't create a deadlock if the async operation throws an exception.

🤔
I'm not 100% sure there is no simpler alternative to this. If you know a better solution, let me know in the comments!

Memoize with Timed Validity

Not directly related to asynchronous memoization, but a useful memoize variant, especially when combining memoization with async/task, is memoize with timed validity.

let rec memoizeTimed invalidateTime f =
    let cache = System.Collections.Concurrent.ConcurrentDictionary()
    let fWithTime x =
        let y = f x
        let time = System.DateTime.Now
        y, time
    fun x -> 
        let y, time = cache.GetOrAdd(x, lazy fWithTime x).Value
        if System.DateTime.Now - time > invalidateTime then
            cache.TryRemove(x) |> ignore
            memoizeTimed invalidateTime f x
        else y

This variant uses the cached value only if it is younger than invalidateTime; otherwise, it recomputes it. This is useful for scenarios like "query the database only once per minute".

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Written by

Jindřich Ivánek
Jindřich Ivánek

Software developer focused mainly on F#, with a passion for functional programming, problem solving, efficient algorithms and programming languages. I have a strong computer science background, focused mainly in graph theory and graph algorithms; also was intrigued by data structures, complexity, and computability theory. Experienced with backend F# programming. I worked with mathematical optimization (mixed integer programming) and use of statistical methods as well. I contributed to several open source F# projects, mostly around developer tooling.