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Problems that occur when synchronization is not used, or when it is used badly, are considered.
Figures 11 and 12 show the comparisons of BER performance when synchronization errors occur.
Curve A shows the SIR due only to mobility when synchronization is ideal.
Also when synchronization errors occur, GFSK achieves better BER performance than PPM.
Figure 5 depicts the GFSK frame structures when synchronization errors ε occur.
where ρ denotes the ratio of the captured signal energy when synchronization error ε occurs.
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In this work, we present a general methodology to derive asynchrony-tolerant (AT) finite difference schemes of arbitrary order of accuracy, which can maintain their accuracy when synchronizations are relaxed.
Additionally, recent papers have investigated the coexistence of several synchronization types when synchronizing two chaotic systems both in integer-order differential systems and discrete-time systems [15 17].
It is natural to assume that the compared signals are synchronized better when the synchronization distance between them is minimal.
The chapter wraps up looking at side-effects (good and bad) and problems encountered when writing synchronization code, as well as hardware and operating system effects on synchronization.
A false positive error occurs when a synchronization code is supposed to be detected in the location where no synchronization code is embedded.
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