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Math floor vs | vs shift
(version: 0)
Comparing performance of:
Math.floor vs Bitwise OR vs Bitwise shift
Created:
6 years ago
by:
Guest
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HTML Preparation code:
var num = 32.4234234;
Tests:
Math.floor
var num = 32.4234234 / 2; Math.floor(num);
Bitwise OR
var num = 32.4234234 / 2; 0 | num;
Bitwise shift
var num = 32.4234234 / 2; num >> 1
Rendered benchmark preparation results:
Suite status:
<idle, ready to run>
Run tests (3)
Previous results
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Test case name
Result
Math.floor
Bitwise OR
Bitwise shift
Fastest:
N/A
Slowest:
N/A
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Autogenerated LLM Summary
(model
llama3.2:3b
, generated one year ago):
Let's break down the JavaScript benchmarking tool, MeasureThat.net, and analyze the provided benchmark definition. **Benchmark Overview** The benchmark compares three different approaches to perform arithmetic operations on a floating-point number: 1. `Math.floor()`: Uses the built-in `floor()` method of the `Math` object. 2. Bitwise OR (`0 | num`): Performs a bitwise OR operation between 0 and the input number, effectively rounding down to the nearest integer. 3. Bitwise shift (`num >> 1`): Shifts the bits of the input number one position to the right, effectively rounding down to the nearest integer. **Options Comparison** Here's a comparison of the three approaches: * **Math.floor()**: This is the most straightforward and efficient method, as it's a built-in function specifically designed for rounding numbers. * Bitwise OR (`0 | num`): This approach relies on the properties of binary arithmetic to round down. The bitwise OR operation with 0 essentially performs a "masking" trick, where only the integer part of the number is kept. * Bitwise shift (`num >> 1`): Similar to the bitwise OR approach, this method uses bit manipulation to extract the integer part of the number. **Pros and Cons** Here's a brief summary: * **Math.floor()**: Pros: + Fastest execution time due to being a built-in function. + Most readable code (no special operators or syntax). Cons: + Limited flexibility, as it only rounds down. * Bitwise OR (`0 | num`): Pros: + Can be faster than `Math.floor()` for certain inputs. + No additional library dependencies required. Cons: + Requires understanding of bitwise arithmetic and its limitations. + May not work correctly with negative numbers or floating-point precision issues. * Bitwise shift (`num >> 1`): Pros: + Similar to bitwise OR, but may be faster or more efficient in some cases. Cons: + Limited control over rounding behavior (only shifts the bits). + Requires understanding of binary arithmetic. **Library and Special JS Features** The benchmark uses none of these special JS features: * No external libraries are referenced. * No advanced JavaScript syntax (e.g., async/await, arrow functions) is used. **Other Alternatives** If you need to perform similar rounding operations in your own code, consider using other methods: 1. `Number.EPSILON` for epsilon-based rounding: This involves comparing the difference between two numbers with a small positive value (`Number.EPSILON`) to determine if they are equal. 2. Custom implementation using floating-point arithmetic libraries (e.g., `jsFloat32`): These libraries provide optimized implementations of basic arithmetic operations, including rounding. Keep in mind that these alternatives might have different performance characteristics and trade-offs compared to the benchmarked approaches. The MeasureThat.net tool provides a convenient way to compare different approaches and identify potential optimizations for your code. By analyzing the provided benchmark definition and results, you can gain insights into the strengths and weaknesses of each method and make informed decisions about which approach to use in your own projects.
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