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Re:Fast Inverse Square Root by andi999 on Tuesday November 03, 2020 @03:36AM (#24977663)
I always thought the memcopy is optimized out, but can you explain how in int i; float f; memcopy (&i, &f,4) the memcopy can be optimized out? Probably I am misunderstanding the statement.
Re:Fast Inverse Square Root by andrewaylett on Tuesday November 03, 2020 @12:57PM (#24982095)
The C abstract machine presents i and f as having separate locations in memory, but a compiler that knows that memcopy does can avoid actually saving the target machine registers to the stack, then avoid even copying values between registers.
Re:Fast Inverse Square Root by andi999 on Wednesday November 04, 2020 @04:24AM (#24987551)
Thanks. Does that really happen?
Re:Fast Inverse Square Root by account42 on Wednesday November 04, 2020 @09:11AM (#24989188)
Yes.
Re:Fast Inverse Square Root by hurrrrrrrr on Tuesday November 03, 2020 @08:27AM (#24979411)
The compiler is not beholden to the standard library but the standard. So all modern compilers come with a bit of knowledge of how standard library functions like memcpy are supposed to behave and as long as the visible effect is the same it's allowed to do anything it wants. So instead of calling the function memcpy for a size of 4, it can e.g. just use a mov instruction to move the value from a float to an integer register. [1] It does additional analysis on how the values are used and maybe it doesn't even need to move the value at all, but that's the gist of it.

[1] https://gcc.godbolt.org/z/x4P7jE

Re:Fast Inverse Square Root by colejohnson66 on Tuesday November 03, 2020 @09:03AM (#24979712)
A good example of this is the string functions in the C stdlib. I’ve reverse engineered some programs where the compiler used x86’s built-in “string” instructions instead of calling out to, say, `strlen`.