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Summary of ChangesHello, I'm Gemini Code Assist1! I'm currently reviewing this pull request and will post my feedback shortly. In the meantime, here's a summary to help you and other reviewers quickly get up to speed! This pull request introduces a comprehensive study note document exploring how the LLVM compiler optimizes constant multiplication for the AArch64 architecture. The document systematically analyzes different multiplication scenarios, demonstrating the underlying ARM assembly instructions and optimization techniques employed, such as logical shifts, additions with shifted operands, and shift-and-subtract strategies. It also incorporates external technical discussions to enrich the context. Highlights
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This PR adds comprehensive study notes on ARM barrel shifter optimization techniques. The content is well-structured educational material with accurate technical explanations and assembly code examples. No blocking issues found - the markdown is properly formatted, the technical content is accurate, and there are no security concerns or functional defects. Ready to merge.
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Code Review
This pull request adds a well-researched and detailed blog post about compiler optimizations for constant multiplication on AArch64. The examples are clear and the explanations are insightful. I've added a few suggestions to improve consistency and clarity in the explanations and section headers throughout the document. Overall, this is a great contribution.
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| AArch64 supports shifted-register operands within arithmetic instructions. | ||
| This add instruction performs a left shift of 1 bit on the second source register (`Rm`) before addition. | ||
| The operation represents the formula `w0 = w0 + (w0 << 1)`, which computes `x = x + x * 2`. |
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For better clarity and to directly relate back to the C code return x * 3;, you could show the final result of the computation in the explanation.
| The operation represents the formula `w0 = w0 + (w0 << 1)`, which computes `x = x + x * 2`. | |
| The operation represents the formula `w0 = w0 + (w0 << 1)`, which computes `x + (x * 2) = 3x`. |
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| ARM Instructions |
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| 8: d65f03c0 ret | ||
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| Instruction Format: |
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These notes are based on the post ARM's barrel shifter tricks and the YouTube video [AoCO 5/25] Multiplying with a Constant which are Day 5 of the Advent of Compiler Optimisations 2025 Series by Matt Godbolt.