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The distance of second-order and higher-order error events that could cause error propagation must be significantly larger than that of first-order error events. .
We consider the cases of single dominant error event and multiple dominant error events.
To simplify the analysis, we determine two types of error events with corresponding probabilities.
process leading to the independence of error events in different blocks.
We now examine the probabilities of the error events associated with the encoding and decoding steps.
(2014) performed Molecular Dynamics simulations, in order to investigate the rate of bit-flip error events.
Similar(6)
We first consider the error event.
The second error event is induced by finite truncation depth.
It means that no dominant error event will occur.
When r>B, the dominant error event is that all users are in error.
We also define w as the number of error position in the error event ε.
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