Closed ConnollyLeon closed 3 years ago
You are right with the case where j=0. However, including these two terms is beneficial for modeling the performance of j > 0 (i.e. making them more accurate). We optimize this simple performance model to minimize the overall error. A more complicated performance should provide a better solution, but the current simple model works pretty well to find a good slicing scheme.
Thanks for your reply.
Dear Sir,
I notice that in your paper, there is an equation:
t{fwd} (i, j) = t{fwd}(i, 0) + t_{ctx}(i, j),
Let j=0, the second term will become zero.
But then we will have t_{ctx}(i, 0) = a_0 + a_1*i =0, which means that we don't need a_0 and a_1 at all. Or it means a_0, a_1 and i have a relation while a_0 and a_1 are constant and i is variable. This is wrong unless a_0 and a_1 are zero.
I am not sure if there is any restrictions on using this formula.