Sentence examples for by using the variations from inspiring English sources

In this paper, a neural network-based closed access femtocell network is proposed by using the variations of receiving gains of multi-element femtocell.

Furthermore, by using the variations of parameters formula, we can write the solution of the initial boundary value problem (3) as follows: v ( x, t ) = T ( t ) v ( x, 0 ) + ∫ 0 t T ( t − s ) ( a ( x, s ) ( v ( x, s ) + ψ 0 ( 1 − x ) + ψ 1 x ) ) d s.

by using the variation of constants formula.

By using the variation in the spectral response of different vegetation types, rangeland managers can identify indicators of rangeland quality and condition.

The proposed method facilitates the design of the tolerance of the zone by using the variation ranges of uncertain parameters instead of the tolerance distribution.

Further, the change in dipole moment value was also calculated by using the variation of Stokes shift with the molecular-microscopic empirical solvent polarity parameter (ETN).

Parametric FE (Finite Element) analysis was performed by using the variation of the compressive strength of the concrete and yielding strength of the headed studs.

We introduce a new Sturm-Liouville problem with discontinuities which are defined depending on a parameter in the neighborhood of an interior point of θ. ε is a parameter controlling the variation of the neighborhood process and by using the variation of this parameter, it is possible to determine points of discontinuity.

By using the variation-of-constant formula and the step-by-step integration method, integrating the second equation of system (4) from 0 to t for (0< t leq tau), we obtain I t)=e^{- mu_{1}+gamma)t} biggl(phi_{2}(0)+int^{t}_{0}F bigl(S(xi)phi _{2}(xi-tau)e^{(mu_{1}+gamma)xi}, dxibigr) biggr).

Using the theory of solvatochromism, the difference in the excited-state (μe) and the ground-state (μe) dipole moments was estimated from Lippert Mataga, Bakhshiev, Kawski Chamma Viallet, and McRae equations by using the variation of Stokes shift with the solvent's relative permittivity and refractive index.

By using the variation of parameters formula, we get x t = x 0 e M t + ∫ 0 t e M t - s P s d s + ∑ 0 < t k < t e M t - t k L k ∑ l = 1 c k ρ l k x η l k + I k ∑ l = 1 c k ρ l k σ η l k - L k ∑ l = 1 c k ρ l k σ η l k. (2.3).