After reading over it several times, I still don\'t understand how this example code from page 76 of Stoyan Stefanov\'s \"JavaScript Patterns\" works. I\'m not a ninja yet. But to me, it reads like it
For a project I\'m working on, there are a number of states where calculations can be relied upon to return the same results (and have no side effects).The obvious solution would be to use memoization
How would I write a decorator like this.I want to be able to specify the value for max_hits when I call the decorator (or optionally leave it out).
I\'ve got a class like this: Public NotInheritable Class F Private Sub New() End Sub Public Shared Function Mize(Of TResult)(ByVal f As System.Func(Of TResult)) As System.Func(Of TResult)
I just started learning Haskell, and as an exercise got into a Project Euler problem where Fibonacci numbers are summed. My current method is this function, which creates a new list with the next elem
I always thought that Haskell would do some sort of automatic intelligent memoizing. E.g., the naive Fibonacci implementation
I\'m trying to memoize the following function: gridwalk x y x == 0 = 1 y == 0 = 1 otherwise = (gridwalk (x - 1) y) + (gridwalk x (y - 1))
Assume we have an IO action such as lookupStuff :: InputType -> IO OutputType which could be something simple such as DNS lookup, or some web-service call against a time-invariant data.
I found an article that contains this code:开发者_JS百科 template <typename ReturnType, typename... Args>
In optimising some code recently, we ended up performing what I think is a \"type\" of memoisation but I\'m not sure we should be calling it that. The pseudo-code below is not the actual algorithm (si
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