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As a result of "redundancies" in the system, the error was detected, the secretary said, and "there was a ping on the outbound to customs".
The lack of anchor nodes, the distributed nature of the system, the error characteristics of the different sensors, and the non-collocated sensors of individual agents poses a number of implementation challenges for the cooperative localization.
The underlying problem is one of synthesizing a formal specification with built-in redundancy artifacts, from the formal properties of the error-free system, the error probabilities of the control components, and the reliability target.
Because of the complexity of the JGCA staging system, the error checking system on the data entry screen did not function completely.
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Since anchor nodes are essentially present in the system, the errors are bounded.
Proof Substituting controller (3.9) into system (3.6), the error system (3.6) can be rewritten as D ∗ α e = ( B + K ) e. (3.10).
For linear systems the error is expected to be proportional to the scan speed.
However, for critical systems, the error rate for the decision was too high [1].
In this way, the communication system overcomes the error propagation phenomenon.
The synthetic error formula was used to analyze the errors of the experimental system, and the error control method, including a set of error correction formula, was discussed.
Comparing the results with the team's own, gold-standard Oxycon Mobile metabolic system, the average error margins ranged from 15%to30%0%.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com