The phrase "admissible loss" is correct and usable in written English.
It is typically used in legal, insurance, or financial contexts to refer to a loss that is accepted or allowed under specific rules or regulations.
Example: "The insurance policy covers only admissible losses, so be sure to document all damages properly."
Alternatives: "acceptable loss" or "permissible loss".
Note that with the maximum admissible loss rate, we can discard some redundant data artificially to save the network bandwidth without violating the performance requirement.
The total active power loss in both optimal interconnection layouts (Fig. 5 and Fig. 6) are about 1%, which is just half of the admissible loss in full capacity of the OWF.
Results obtained when used several simulation scenarios show the effectiveness of both the partitioning approach and the DMPC strategy in terms of the reduced computational burden and, at the same time, of the admissible loss of performance in contrast to a centralised MPC strategy.
Existing studies on packet dropout in networked systems have been focused on the determination of maximum admissible packet loss rate and filter design in the presence of packet dropout.
This value clearly exceeds the upper bound for the admissible packet loss rate, which means that EDCA is no longer able to provide a RT communication service to the supported applications.
For those cases in which a small performance loss is admissible, we believe that the ease of programming provided by transactions greatly pays off.
A linear full-order filter is designed such that, in the presence of all admissible time delays, packet losses and random nonlinearities, the dynamics of the filtering error is guaranteed to be exponentially stable in the mean square sense, and the prescribed H∞ disturbance rejection attenuation level is also achieved.
[5] derived the BLUP and the admissible predictor under the matrix loss function.
However, whether the admissible linear prediction is minimax under quadratic loss function is unclear.
Next, we design a methodology to evaluate the loss of information when a non-admissible conditioning is used as an approximation of the exact posterior distribution.
Hence, in order to minimize the CAPEX for investors, the power loss is defined as a penalty function with its admissible value (lower than 2%) [13].
