Sentence examples for carrier I from inspiring English sources

Exact(41)

where L = N + cp is the symbol length, X q, i is the q th data symbol transmitted in carrier i and w[n] is a rectangular window with non-zero samples in the range 0 ≤ n ≤ L - 1. Let us consider an indoor power-line channel sampled with a frequency that is a large multiple of the mains one.

With the relational attributive type, there is a Carrier (i.e. Steffi) and an Attribute (i.e. happy).

As the relationship between physicochemical properties of self-assembled aggregates and their functions as drug carriers have been extensively reported, this database can be utilized for designing an optimal drug carrier, i.e., a tailor-made drug carrier.

There are two inherent participants in the relational clauses, Carrier (i.e., toad's back) and Attribute (i.e., be rough).

It is beneficial for the promotion of visible light generated charge carrier, i.e., electron, to the surface, which leads to the formation of hydroxide radical.

The impact of the laser parameters (i.e., optical power and linewidth) on the quality of the generated carrier (i.e., phase/frequency stability and carrier-to-noise ratio) is analyzed for a 25×64 elements PAA system.

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Similar(19)

The electrical conductivity of a material depends on the number of charge carriers (i.e., free electrons and free holes) per unit volume and on the rate at which these carriers move under the influence of an electric field.

Assign each sub-carrier i to that user k that will maximize the function H k, i. Compute ξ k, i by substituting the above λ j and μ in (48).

For each sub-carrier i, for given λ and μ, and according to the value of α i (which can take two values, 0 or 1), it appears that there are two cases: Case α i  = 1.

1) Initialize all λ j and μ.   2) Initialize λ jold and μ old to zero.   3) Assign each sub-carrier i to that user k that will maximize the function H k, i.   4) Compute ξ k, i by substituting the above λ j and μ in (48).

This can be done by assigning sub-carrier i to that user k that will maximize the function H k, i, i.e. ρ k, i * = 1 H k ′, i > H k, i ∀ k ; 0 o t h e r w i s e. (52).

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