Sentence examples similar to decoding of a message from inspiring English sources

We have that λ clus = λ E c length = λ 1 p d = λ p d, so the probability of successfully decoding a message is p decode = e − λ p d T total λ p d T total E n road + inter E n road + inter !. (30).

Table 1 Simulation parameters Simulation time 1000 s Coverage area (R) 250 m λ per flow 0.035 veh/s Broadcast rate 10 packets/s Buffer size 5000 packets Number of RSUs 40 Number of messages that can be stored 5 Number of messages disseminated by an RSU 4 Number of packets to decode a message 1000 Number of vehicles 960.

Figure 18 Effect of the number of packets required to decode a message on the average decoding distance.

3) We can use the Shannon entropy (H) to measure the amount of uncertainty that the genetic machinery has in relation to the correct decoding of the message transmitted into the nucleus by a signaling pathway.

The decoding of one message led to the location of the Scharnhorst, one of Germany's most famous battleships, being revealed.

The presence of a nuclear membrane in eukaryotes permits separation of the two phases of protein synthesis: transcription (copying) of deoxyribonucleic acid (DNA) in the nucleus and translation (decoding) of the message into protein in the cytoplasm.

Poor design is the result of errors made by designers in the encoding process, while poor design communication are errors made in the interpretation or decoding of the message.

The above equation is used to compute the Shannon entropy (H) or degree of uncertainty that the genetic machinery has during the decoding of the message encoded by the ethylene specific receptors embedded in the endoplasmic reticulum membrane and transmitted into the nucleus by the ethylene signaling pathway.

Mavis Batey was the last surviving member of the "break-in" experts whose decoding of Nazi messages played a pivotal role in World War 2. Some historians believe the work at the Buckinghamshire site may have shortened the war by up to two years.

End-to-end encryption secures messages by ensuring that only the recipient of a message can decode it: not any of the supplying companies computers' in between.

Figure 18 shows the average decoding distance with respect to the number of packets required to decode a message.