Consider you need to create 2,000,000 GUIDs per second. And believe me, you need it to be so fast!
In this post, I'm going to write a simple code and then optimize it step by step.
This is the first code most developers would start with:
List<Guid> Loop_List_Simple()
{
var list = new List<Guid>();
for (var i = 1; i <= 2_000_000; i++)
list.Add(Guid.NewGuid());
return list;
}
// Elapsed time: 212ms
It's just a simple loop that generates and adds 2 million GUIDs to the list
. Using the benchmarking library on my computer, it shows that it takes 212ms
to run this code.
The first optimization we could apply, is to make the list a fixed-size one:
List<Guid> Loop_List_Fixed_Capacity()
{
var list = new List<Guid>(2_000_000);
for (var i = 0; i < 2_000_000; i++)
list.Add(Guid.NewGuid());
return list;
}
// Elapsed time: 197ms
That was a little better, but not that much: 212ms
to 197ms
.
Now let's bring the Linq
in, and see what happens:
List<Guid> Linq_Simple()
{
return Enumerable
.Range(1, size)
.Select(n => Guid.NewGuid())
.ToList();
}
// Elapsed time: 197ms
Now it takes 197ms
again, not any better. But we want more, absolutely!
Time to add some parallelism to our code. We will do it by adding a simple .AsParallel()
to our LINQ:
List<Guid> Linq_AsParallel()
{
return Enumerable
.Range(1, size)
.AsParallel()
.Select(n => Guid.NewGuid())
.ToList();
}
// Elapsed time: 87ms
Wowwwww... It took just 87ms
that's huuuuge improvement. But wait we can get more!
This time we are going to use Parallel.ForEAch
method which is a part of PLINQ
:
List<Guid> Linq_Parallel()
{
var list = new Guid[size];
Parallel.ForEach(list, (_, _, index) =>
{
list[index] = Guid.NewGuid();
});
return list.ToList();
}
// Elapsed time: 45ms
A very big wowwwwww, can you believe it!? We have reached to 45ms
, 5X faster than 212ms
!!!
Summary
Well, we just finished our journey. We started our journey with a piece of code which took 212ms
and finished with a code which took 45ms
We have made it about 5X Faster!
. Here are the final results using BenchmarkDotNet:
Also, the benchmarking code is available here on my GitHub.
Top comments (4)
Nice. Love the explanation @mehrandvd π
Amazing
It was very good π
nice article @mehrandvd π