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Re^5: Does "preallocating hash improve performance"? Or "using a hash slice"?by BrowserUk (Patriarch) |
on Feb 21, 2017 at 20:58 UTC ( [id://1182471]=note: print w/replies, xml ) | Need Help?? |
Okay, let me try responding to this again. Blow by blow this time. I hope perl is not so inefficient that it copies all the content of a list when it needs to process it, when simply pointing to the already allocated elements would be enough.
Even more so with arrays. Um. The example contains arrays. So if the previous sentence was not talking about arrays, what was it talking about? I'd also expect some COW mechanism to remove a lot of allocating and copying. CopyOnWrite generally applies to entire data segments of a process that is cheaply shared with another process; that's obviously not applicable here. Perl does have some internal flags and references with "COW" in their names; where by the copying of scalars is avoided (by aliasing) until and unless they are written to; but as the argument lists (destination & source) to op_aassign are inherently readonly, that does not apply here either. Keys might be more trouble though, as all data stored in them have to be stringified first (and I wouldn't be surprised to learn that hash keys always hold a copy of the initial string, since as far as I can tell they are not standard scalar values). Since CoW is not applicable to the destination and source lists; most of that is irrelevant, but I can confirm that hash keys are not normal scalars, and even if they are already in memory as scalars, the text will be copied into the HV structure. I agree that the memory usage, and number of copies is certainly higher when you go all the way to slicing, but I don't expect "at least 4 times more" memory. For the statement: @hash{ @keys } = @array; here is the memory usage:
So, final memory usage: 4,394,716 K - initial memory usage: 9,356 K = memory used by the two arrays, the final hash and all the intermediate allocations for the stack, smaller versions of the hash during construction and other bits & bobs: 4,385,360 K or 4490608640 bytes. And, 4490608640 / 783106748 = 5.734350586901084908030954676437. Your expectations are wrong. I can't see any value going further. With the rise and rise of 'Social' network sites: 'Computers are making people easier to use everyday'
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