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Pre-array or function calls
(version: 0)
Comparing performance of:
test1 vs test2
Created:
9 years ago
by:
Guest
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Script Preparation code:
var xOffset = 0; var xScale = 1; var i = 0, l = 1000000; function getX( index ) { return xOffset + index * xScale; } var j = 0; var tot = 0;
Tests:
test1
for( ;j < 10; j ++ ) { for( i = 0; i < l; i ++ ) { tot += getX( i ); } }
test2
for( ;i < l; i ++ ) { arr[ i ] = xOffset + i * xScale; } for( ;j < 10; j ++ ) { for( i = 0; i < l; i ++ ) { tot += arr[ i ]; } }
Rendered benchmark preparation results:
Suite status:
<idle, ready to run>
Run tests (2)
Previous results
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Test case name
Result
test1
test2
Fastest:
N/A
Slowest:
N/A
Latest run results:
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Autogenerated LLM Summary
(model
llama3.2:3b
, generated one year ago):
Let's dive into the explanation of the provided benchmark. **Benchmark Definition** The benchmark definition is represented by two JSON objects: one for the script preparation code and another for the HTML preparation code. The first object contains variables `xOffset`, `xScale`, and `i` (initialized to 0, 1,000,000, respectively). It also defines a function `getX(index)` that returns the value of `xOffset + index * xScale`. The second object is empty, which means no additional setup or initialization code is required for the benchmark. **Script Preparation Code** The script preparation code contains two variables: `j` (initialized to 0) and `tot` (initialized to 0). It defines a function `getX(index)` as mentioned in the benchmark definition. The purpose of this function is to calculate a value based on the input index, but its actual implementation is not relevant for this benchmark. **Test Cases** There are two test cases: 1. **test1**: This test case uses a traditional loop structure with nested loops to iterate over `i` and `j`. It calls the `getX(i)` function inside the inner loop and accumulates the results in the `tot` variable. 2. **test2**: This test case also uses a traditional loop structure with nested loops, but it calculates the values directly without calling an external function (`getX(i)`). Instead, it stores the intermediate results in an array (`arr[i]`) and then sums them up inside the inner loop. **Options Compared** The two test cases differ in how they calculate the `tot` variable: * **test1**: Uses a function call to calculate each value and accumulates the results. * **test2**: Calculates values directly without using an external function, storing intermediate results in an array. **Pros and Cons** * **test1**: + Pros: Simpler code, easier to read and understand. The function call is just a single operation, making it more efficient from a CPU perspective. + Cons: Additional function call overhead might affect performance. * **test2**: + Pros: Avoids the function call overhead, which can be beneficial for performance-critical applications. + Cons: More complex code, harder to read and understand. The array storage and indexing operations add overhead. **Library/Functionality** None of the test cases explicitly use a library or built-in JavaScript functionality that requires special consideration. **Special JS Feature/Syntax** None of the test cases use any special JavaScript features or syntax that require additional explanation. **Other Considerations** * **Cache Locality**: The two test cases have different cache locality characteristics. `test1` uses a function call, which can lead to more cache misses due to the extra operation. `test2`, on the other hand, calculates values directly, potentially improving cache locality. * **Branch Prediction**: The two test cases have different branch prediction patterns. `test1` has a single branch (the loop), while `test2` has multiple branches (the loop and array indexing). This can affect branch prediction accuracy. **Alternative Approaches** * **Using Built-in Functions**: Instead of calculating values directly, the test cases could use built-in functions like `Array.prototype.reduce()` or `Math.max()` to simplify the code. * **Avoiding Function Calls**: The test cases could avoid function calls altogether by using a more iterative approach, such as using a loop with multiple assignments. * **Parallelization**: For performance-critical applications, parallelizing the test cases using techniques like multi-threading or concurrent execution could be beneficial.
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