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It can be computed by assuming the a priori input to be Gaussian distributed and applying the same method as used for the demapper characteristic T 1.
In this analysis, deviation of the crack trajectory from the interface (e.g. in cohesive failure) is assumed to be small so that the energy release rate G can be computed by assuming the crack is right on the interface.
The X-shape relative permeability curves descripted two-phase flow are to be computed by assuming a function of two parameters, then use is made of optimization technique to calculate the optimum value.
Alternatively, the change between a fixed epoch length can be computed by assuming a random variable ω which is a value smaller than t 0 + T p, and assuming both nodes are moving away from each other, the link quality can be given by {L}_sleft omega right)=frac{omega +left {T}_p-omega right)}{T_p} (5).
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Developed in this paper is a modified energy balance concept based method in which the response contributions of higher vibration modes are computed by assuming the building to be linearly elastic, thus reducing the computational effort.
In the above mentioned papers, the link lifetime is computed by assuming vehicle speed to be a constant.
Currently, the collision probability is computed by assuming that the covariances characterizing the position uncertainties of the two objects are independent.
Both the precoder vectors and the power allocation are computed by assuming that the BSs have only knowledge of local channel state information.
The ABF and the proposed MLE were computed by assuming either (hat {L}=1) or (hat {L}=2) simultaneous arriving plane waves, estimated via TLS-ESPRIT.
This uncertainty was computed by assuming that the noise on the activity is Poisson and the values of the regularization parameter we obtained were around 104, as in the simulated cases.
The proposed strategy has two phases: first the power allocation is computed by assuming that all BSs of each supercell can jointly pool their power, i.e., a TPC Pt is imposed instead and the above optimization problem reduces to (11).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com