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The delay experienced by the packet of STA i transferred by subchannel c in data transmission phase t is Di,c(t) and is required to be less than or equal to the delay bound Dmax for the QoS requirement (Equation 2).In Equation 2, the delay needs to be estimated for each packet.
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On the other hand, due to the requirement of Equation 7, i.e., the outage probability constraint of the primary network, f 1≤0.
The network overhead management request of virtual Internet has to satisfy the requirements of equation (4).
In the present paper we explain our model assumptions, requirements and equations, derive the mathematical properties of the model and describe a technique for parameterising the model on the basis of clinical survival data.
This supports the mathematical requirement that the equation reduces to a Gaussian form when n is very large.
As far as we know, the blow-up problem for the Schrödinger equations with a potential and a noise was first studied in [13], where Fang et al. showed that for the initial data with sufficiently negative energy, which is similar to the requirement of deterministic equation, the corresponding solutions blow up in finite time with positive probability.
With all UEs configured with CA, cell edge UEs cannot transmit with the maximum power (the maximum transmission power is 21 dBm for cases when all UEs are configured with CA) due to the power back-off requirement specified in Equation 1.
However, the requirement expressed by Equation 3 provides a basic but useful criterion for materials scientists to assess new OFET materials or device architectures in terms of their suitability for OLED applications.
As we will see, the necessary condition guarantees that there are enough number of equations, while the feasibility comes from the requirement that these equations are linearly uncorrelated.
Modeling custodian selection in the geographic routing protocol with a minimum progress requirement leads to Equations (9) and (10), for which the terms are defined in Table 2. Equation (9) defines the forwarding area, and (10) describes the position of the next custodian.
To fulfill this requirement, based on Equations (6) to (8), the value of the ScanDuration parameter, n, needs to satisfy the following equation: 2 BO − 2 SO > k 2 n + 1, (10).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com