Sentence examples for be defined using equation from inspiring English sources

The ranking weight vector will then be defined using Equation 5 as: W = 5 3 1 0. 6 0. 8 1 = 7. 4 6.

Assuming also that the log-spectrum vector y Te of the noisy test speech is a mixture of distributed Gaussians, the distribution of y Te as a function of unknown noise vector n can be defined using Equation 14: p y Te n = ∑ m = 1 M p m N ( μ y Te, m, Σ y Te, m ), (15).

GE Open image in new window can be defined using Equations (1) to (3): T g = I H α T g x H + a H β T a x H a H β + I H α Open image in new window (5) T a = I H α T g x H + β a H T a β a H + I H α Open image in new window (6) Q.

and for each driver, the polarization is defined using Equation 1 P d i = q i e − ( 1 − q i ) e q i e + ( 1 − q i ) e = 2 q i − 1, i = 1, 2, 3 (16).

To adapt to the case of scenarios that both risk haplotypes (increasing risks) and protective haplotypes (decreasing risks) exist, one may benefit from estimating the direction of each haplotype before the weights are defined using Equation (3).

In order to simulate different patterns of DDs heterogeneity between adjacent categories, theoretical probabilities π ij were defined, using equation (3), as a function of the parameters of the NUA model: (5) When N and the association parameters β k, k +1 (k = 1,..., I - 1) are fixed, it is obvious that probabilities π ij only depend on the unknown parameters μ and λ i (i = 1,..., I).

Hence, the ConfiguredServices weight matrix is defined, using Equations 2 and 3, as: C S w = w rsA, c w rsB, c w rsA, d w rsB, d. where, wrsA,c = 1, wrsB,d = 1 and: w rsA, d = 2 − 600 500 = 0. 8 w rsB, c = 2 − 70 50 = 0. 6.

So the expected throughput of the SU on the time of channel selection can be defined using following equation: theta_{c} = {epsilon}_{c} times mathcal{T}^{t}_{c} times beta_{c}.

It can be defined using the following equation: eta = - 10{ log }left {text{MSD}} right) (1 where, MSD = mean square deviation for the output characteristics.

AP can be defined using the following equation: (6) where i is the rank, corr is a binary function for the relevance of a given rank and P@i is the precision at a given cutoff rank.

For many logics, to obtain a semantics similar to an algebraic semantics using the class of algebras naturally associated with them one needs for every algebra a set of designated elements that cannot be defined using only the equations of the algebraic language or is not even definable by using only this language.