The phrase "as a subscript" is correct and usable in written English.
It can be used in mathematical or scientific contexts to refer to a notation that appears below the line of text or a character.
Example: "In the chemical formula, the number of atoms is indicated as a subscript next to the element symbol."
Alternatives: "in a lower position" or "as a notation below".
Other modifications involve adding the ya, yu, and yo symbols as a subscript to a consonant-vowel kana.
For instance, the following AF is typed automatically as follows (types are written as a subscript): (3).
If we use an index set as a subscript of a vector, it represents the partial vector over the index set.
We use the Einstein summation convention in which we sum over repeated indices which occur as a subscript and superscript pair.
Denote para-conjugate of a polynomial matrix as A ~ ( z ) = A ∗ T ( z − 1 ) = ∑ N min N max A H [ n ] z n. in which, ∗ as a subscript denotes the complex conjugate of coefficients in the polynomial matrix A z).
Writing μ and σ for the mean and the standard deviation of the random variable appearing as a subscript, we see that the maximum correlation can be expressed explicitly in terms of the quantile functions of the marginals: ρ ( H + ) = ∫ 0 1 F - 1 ( t ) G - 1 ( t ) dt - μ X μ Y / ( σ X σ Y ) ≤ 1.
We considered the case of two TX-RX pairs, studying three different cases for the clutter statistical distribution, illustrated in Table 1 (note that the shape parameters are indicated as ν, with a subscript indicating the channel index, whereas p (n) indicates the noise level for the K-plus-noise distribution).
The vowel sounds on those three subscript kana can be lengthened by adding as a second subscript the corresponding vowel symbol (e.g., shi and yu plus u produce shū).
In the symbol representing a particular nuclear or atomic species, the atomic number may be indicated as a left subscript.
To refer to the channel matrix associated to a specific user u, we employ a subscript, such as H u [n].
There are several design arrays denoted by a subscript such as L4, L8, L9, L12, L16, L18, L27 and L64 and these arrays indicate the main information on the extent of the experiment.
