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Gómez-Déniz (2010) proposed and studied a new generalization of the geometric distribution by using this scheme of discretization.
By using this scheme, it is possible to tune the model predictions to match with the monitored responses.
By using this scheme we develop two numerical approaches to the time-dependent Schrödinger equation in momentum space.
Gómez-Déniz et al. (2014) proposed a discrete version of the half-normal distribution by using this scheme of discretization and investigated its generalization with applications.
It is important to note that by using this scheme, the SBS ESC still scales like ε p log(logM) as M grows large (asymptotically optimal).
By using this scheme, diversity is exploited in both links, especially on the second one, since usually the number of RS is higher than the number of transmit antennas.
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By using this novel scheme of an OFDM optical system, not only odd subcarriers but also even subcarriers can be modulated to transmit a clipping optical signal.
Then, by using this feedback scheme, we present a scheduling strategy which solves a weighted sum rate maximization problem for given rate requirements.
The air flow structure and its evolution under real-time boundary wind conditions are simulated by using this new scheme.
By using this proposed scheme, we can reduce the dynamic order of the adaptive output-feedback fuzzy control system.
Response statistics obtained for the model by using this closure scheme are compared with results of equivalent linearization via Monte Carlo simulation.
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