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On the other hand, external interferences come from the cells surrounding the MBSFN area.
In this paper, a new DME interference suppression method for GPS L5 signal is proposed, when the DME interferences come from more than one base station.
In case the DME pulse interferences come from two or more different base stations, multiple Doppler shifts will exist because of the different relative velocities.
In case the DME interferences come from more than one base station, the traditional DME interference suppression methods which bring about the loss of GPS signal will suffer from serious performance degradation.
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To reduce the interferences coming from its quadratic nature, several related distributions have been proposed, among which is the so-called Born Jordan distribution.
The interferences coming from the radar members degrade the detection and recognition performance of the radar sensor networks (RSNs) if the waveforms of the radar members are nonorthogonal.
The role of the beamformer is essentially to reduce the reverberation and the interferences coming from directions other than the looked up ones.
The interferences coming from other two radar members are simulated as follows: the first interference is one radar member's scattered signals, and the second interference is the transmitted signal of the other radar member and this transmitted signal is modulated with the Gaussian envelope.
In Figure 9, the achievable rate region for the noise limited scenario is presented, that is, both users observe the interferences coming from the neighboring cells, but the power of the interferences is significantly smaller than the power of the useful signal.
where is the signal intended for node, is the channel vector between a predefined antenna element at node and the antenna array at node, is the transpose conjugate of the weight vector described in the following section, and contains both background noise and interferences coming from another nodes in the vicinity.
We can see that they are at least very similar and exhibit a rotational symmetry of center (0,0.5) Table 2 χ 2 and Kolmogorov Smirnov (KS) statistical tests results for the null hypothesis that the real ((mathcal {R})) and imaginary part ((mathcal {I})) of the interference come from a normal distribution Pulse shape ρ KS rejected KS p value χ 2 rejected?
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Justyna Jupowicz-Kozak
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