Summing ASCII encoded integers on Haswell at almost the speed of memcpy
Matt Stuchlik presents a high-performance algorithm for summing ASCII-encoded integers on Haswell systems. It utilizes SIMD instructions, lookup tables, and efficient operations to achieve speed enhancements, showcasing innovative approaches in integer sum calculations.
Read original articleThis post by Matt Stuchlik discusses a high-performance solution for summing ASCII-encoded integers on a Haswell system. The algorithm processes 32-byte chunks of input using SIMD instructions, tracking the sum of digits in each decimal place. By leveraging lookup tables and specific input distributions, the algorithm achieves significant speed improvements over traditional methods. The implementation details involve careful handling of input bytes, newline detection, and efficient shuffling operations. The post hints at novel techniques for initializing lookup tables and optimizing memory access. While the algorithm is tailored to specific system specifications and input formats, it showcases innovative approaches to accelerating integer sum calculations. The post provides a glimpse into the complexities of high-speed computation and hints at further optimizations and insights to be explored in future discussions.
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Thinking parallel gets you enormous speed benefits for any number of arbitrary algorithms: https://mcyoung.xyz/2023/11/27/simd-base64/
Though Haswell seems like a pretty obsolete platform to optimize for at this point. Even Skylake will be a decade old next year.
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