Sentence examples for notation clarity from inspiring English sources

Thus for the sake of notation clarity, we omit it hereafter when no confusion arises.

For notation clarity, (forall i in S), the set (Xi^{i}) denotes (Xi^{i} = Xi_{k}^{i} cup Xi_{uk}^{i}) with (Xi_{k}^{i} = { j:gamma_{ij} mbox{ is known for } j in S }), (Xi_{uk}^{i} = { j:gamma_{ij} mbox{ is unknown for } j in S }).

Notation: For clarity, we write: P for P P and P(Γ||X=x) for the conditional law of Γ, given X.

Where D = j 2 π N diag 0,1,...,  L − 1 ) ⊗ I M. In the following, we omit the parameterized notation for presentation clarity.

We also note, for clarity's sake, in the following analyses we abuse notation and use x jk for both the random variable and its realization.

Note that for clarity we use this notation in contrast to the notation of even and odd subspaces (which is also used in the literature) in order to avoid any confusion with the even operators.

Please note that, for the sake of clarity, the notation used in the introduction may not be the same during the rest of the paper.

In such cases, for clarity of notation, we use the extensible wild card denoted by the dash symbol "-" instead of the annotated dot character,.[1, d ] in the string.

For the sake of clarity, note that we have used the notation N ( μ, σ 2 ) for some {μ,σ2} in order to represent a Gaussian (i.e., normal) distribution with mean μ and variance σ2.

with y a  = y[a] for clarity in the notation.

However, for the reason of clarity, the continuous notation in hertz will be used in the following.