Hello Gophers ?
In this blog post, I will show you how to use an awesome tool built into the #golang testing package. How would you test the performance of a piece of code or a function? Use benchmark tests.
Let’s go.
For this test, I'll be using the classic Fibonacci Number or Fibonacci Sequence, which is determined by:
if (xThis sequence is important because it appears in several parts of mathematics and nature as well, as shown below:
There are several ways to implement this code, and I'll be picking two for our benchmark testing: the recursive and iterative methods of calculating it. The main objective of the functions is to provide a position and return the Fibonacci number at that position.
Recursive Method
// main.go func fibRecursive(n int) int { if nIterative Method
// main.go func fibIterative(position uint) uint { slc := make([]uint, position) slc[0] = 1 slc[1] = 1 if positionThese methods are not optimized, but the results of the tests are significantly different even for a small number. You'll see this in the tests. To follow along with the code, you can click here.
Now, for the benchmark tests, let’s write some tests in the _main_test.go file. Using Golang's documentation on benchmark, you can create the functions to be tested as follows:
// main_test.go // The key is to start every function you want to benchmark with the keyword Benchmark and use b *testing.B instead of t *testing.T as input func BenchmarkFibIterative(b *testing.B) { // Use this for-loop to ensure the code will behave correctly. // Now, you can put the function or piece of code you want to test for i := 0; iQuestion, before you go on: which one is faster?
Let's run the test for a small number (10) and for a slightly bigger number (80). To run the benchmark tests, you simply run the command:
go test -bench=NameoftheFunction
If you want to know more about this command, check here.
First test: position=10
//(fibIterative) Results: cpu: Intel(R) Core(TM) i7-7700HQ CPU @ 2.80GHz BenchmarkFibIterative-8 24491042 42.50 ns/op PASS ok playground 1.651sLet’s analyze with the help of this image:
According to the image, we have 8 cores for the tests, no time limit (it will run until completion). It took 1.651s to complete the task.
==== Extra ==== We got 24,491,042 iterations (computations), and each iteration (op) took 42.50 ns. Doing some math, we can calculate how much time one op took: 42.50 ns/op with 1 ns = 1/1,000,000,000 s op ≈ 2.35270590588e-12 s ==== Extra ====That’s a good result. Let’s check the recursive function for position 10:
// Results BenchmarkFibRecursive-8 6035011 187.8 ns/op PASS ok playground 1.882sWe can see that it took 1.882s to complete the task.
The iterative function won by a few deciseconds. Let’s try one more test with:
Position 50
// Results for the Iterative Function cpu: Intel(R) Core(TM) i7-7700HQ CPU @ 2.80GHz BenchmarkFibIterative-8 27896118 45.37 ns/op PASS ok playground 2.876s // Results for the Recursive Function cpu: Intel(R) Core(TM) i7-7700HQ CPU @ 2.80GHz BenchmarkFibRecursive-8 6365198 186.3 ns/op PASS ok playground 1.918sWow! Now the recursive function is faster?
Let’s finish with a slightly larger number.
Position 80
// Results for the Iterative Function cpu: Intel(R) Core(TM) i7-7700HQ CPU @ 2.80GHz BenchmarkFibIterative-8 5102344 229.5 ns/op PASS ok playground 1.933s // Results for the Recursive Function // My poor PC couldn’t handle it, so I had to reduce the position to 50 just to get some results printed. cpu: Intel(R) Core(TM) i7-7700HQ CPU @ 2.80GHz BenchmarkFibRecursive-8 1 44319299474 ns/op PASS ok playground 44.951sThe difference is huge. For position 80, the iterative approach took approximately 2 seconds. For position 50, the recursive function took around 45 seconds. This demonstrates the importance of benchmarking your code when your Golang project starts to slow down.
Conclusion
If your production code is running slowly or is unpredictably slower, you can use this technique, combined with pprof or other tools from the built-in testing package, to identify and test where your code is performing poorly and how to optimize it.
Side note: not all code that is beautiful to the eyes is more performant.
Extra Exercise
Can you find a better way to improve the recursive function? (Tip: use Dynamic Programming). This article explains why for some small numbers, the recursive strategy is better.
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