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The serial numbers that vehicle 5 received changed linearly before 1.000000 s, which proves that the data transmission is normal.
This proves that, the data provided by Weinl and Kudla are contradictory.
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We prove that the data delivery latency for IPS is upper-bounded by (⌊2πarccos(11+∊)⌋+3)R+Δ−4, where R is the network radius, Δ is the maximum node degree, and 0.05<∊⩽1.
According to the data analysis, for PPC, two matrices were studied, with different range of the frequencies and it was proved that the data matrix with 145 variables has more discriminant information.
We prove that the data rate of the proposed DSTBC is higher than that of repetition code which has the maximum data rate of 1/3 for a two-relay system.
We analyze the end-to-end delay in the relay networks with Bernoulli data arrivals and channel conditions and prove that the data packets experience lower average end-to-end delay in the buffer-aided relaying system compared with the conventional one.
Websites with large numbers of user details -- and their passwords -- are being targeted more often by hackers eager to either steal the data on users, or just for the fun of proving that the data can be stolen and then published openly online.
We also demonstrated the possibility of gathering information about CNAs and mutations with one single sequencing effort from snap frozen as well as FFPE preserved tissue types and proved that the data obtained from both preparation methods is of comparable quality.
It is theoretically proven that the data-rate performance of these three methods is identical from the perspective of the sum rate over all pairs.
Thirdly, we prove that the data-to-solution map for the generalized Degasperis-Procesi equation is not uniformly continuous in B 2, ∞ 3 / 2. Fourthly, we prove that the data-to-solution map for the generalized Degasperis-Procesi equation is not uniformly continuous in H s ( R ) with s < 3 / 2. Finally, we give a blow-up criterion.
Himonas and his co-authors [11, 12] proved that the data-to-solution for the Camassa-Holm equation, the Degasperis-Procesi equation is not uniformly continuous in H s ( R ) with s > 3 / 2, respectively.
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