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I find the author's insistence on his thesis - that we must retire Ahmdal's Law - very strange. I don't even think of Ahmdal's Law as being necessarily about pa
by scott_s 12y ago
I find the author's insistence on his thesis - that we must retire Ahmdal's Law - very strange. I don't even think of Ahmdal's Law as being necessarily about parallelism; it's also useful when reasoning about improving the performance of a sequential program.
The reason I find his insistence strange is that the rest of the article is a good explanation of what has changed in the decades since Ahmdal published his paper. But I disagree that all of those matters change the fundamental lesson: your ability to improve overall performance will be limited by the parts that you are unable to improve.
- taeric 12y agoAgreed, this feels like arguing for the abolishment of Big-O notation, because it doesn't address constant factors. This is, of course, true. But largely not the point of the notation or the law? If anything, it seems that the lessons need further underlining so that their actual uses are understood.