For facilitating description later, let us adopt the Chou's peptide formulation that was used for studying HIV protease cleavage sites [ 29, 30], specificity of GalNAc-transferase [ 31], and signal peptide cleavage sites [ 32].
Twelve years later, let us hope that it hasn't forgotten.
A hundred years later, let us not go back in time.
Later, let us suppose an additional payment of 0.2 €is required, then the total number of hashes would be 5 (I where I ≤ N) and for this additional payment the number of hashes performed are 2 (I - X). From this comparison we can draw several conclusions.
For the convenience of later formulation, let us use the symbols C1, C2, C3,…, C100 to tag the 100 side effects, where C1 represents "Nausea," C2 "Headache," C3 "Vomiting," and so forth, as described in the table in Supplementary Material II, in which the number of drugs with each of the 100 side effect tags is also given.
For the convenience of the later formulation, let us use x i (i = 1,2,…, 738) to represent the 738 components of (24); that is, (25) G = [ x 1 x 2 ⋯ x i ⋯ x 738 ] T. To optimize the prediction results, different weights were usually tested for each of the elements in (25).
For later use, let us introduce the following elementary function: (4.1).
To obtain a crucial embedding result which will be used in the later section, let us denote p_{s}=frac{p(x)s(x)}{1+s(x)}< p(x), where (s(x)) is given in hypothesis (W) and p_{s}^= textstylebegin{cases} frac{p(x)s(x N}{(s(x)+1 N-p(x)s(x)} & mbox{if } p_{s}(x)< N, +1 N-p &mbox{if } p_{s}(x)geq N, end{cases} for all (xinbar{Omega}).
For completeness and later references, let us recall Schauder's theorem [16], Theorem 2.3.7].
Three hours later, they let us go, not being able to figure out anything they could formally charge us with.
For later reference, let us note that Eq.8 also holds for the case where the exposure increases and ΔL'(t) is negative.
