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Reduce_mul implementation #1132
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shouldn't this just be the generic implementation of
reduce_mul
, and if so, why not using the current generic reduction implementation?There was a problem hiding this comment.
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This function is only used for integral types with sizeof(T) < 4. The reason I implemented like this was because for example when testing reduce_mul for uint8_t with AVX machine. What happens is that it has 32 elements which means general reduce function multiplies and swizzle the batch 5 times (32->16->8->4->2->1) and in the end it calls self.get(0) (which is just too inefficient anyway issue #1133). So I thought it would be more efficient to implement it this way. What it does with uint8_t in my implementation is that it first splits the batch into 2 equal sse4_2 batches multiplies them together and then calls hmul.
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Also the swizzle function for uint8_t is just loading the batch to a buffer and storing the result back. So using that 5 times (in AVX) is just too inefficient compared to split_avx function which splits it using SIMD intrinsics.
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@serge-sans-paille you haven't responded back. If you are open to the idea of reduce_mul implementation. I can fix the code so that it passes all the tests. If you have feedbacks or recommendations to the code I have written, you can write it here and I can fix it after we discuss.