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Selection of the optimum operating point on the receiver operator characteristic curve from normal and abnormal training data.
Normal limits for the SBRs were defined through four different methods: Minimum of age-matched controls Mean minus 1/1.5/2 standard deviations from age-matched controls Linear regression of normal patient data against age (minus 1/1.5/2 standard errors) Selection of the optimum operating point on the receiver operator characteristic curve from normal and abnormal training data.
Thus, an optimum operating point is shown to exist.
Similarly, the TR transmission has an optimum operating point at 12.7 dB.
The optimum operating point has been determined and individual component losses identified.
We can conclude that the optimum operating point for number of threads for ATOM is four threads.
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The integrated process model then enabled the identification of optimum operating points for a fully integrated process operation.
We identified several bottlenecks for performance and power in which optimum operating points are identified.
Based on the optimum operating points obtained from the decision metric in the previous section, the CCDF, depicted in Figure 16, was used to compare the PAPR characteristics of an OM-OFDM, OFDM, clipped OFDM, TR, and ACE transmission.
At these optimum operating points, OM-OFDM is shown to offer a 2 dB, 2.27 dB, 2.75 dB, and 3.19 dB PAPR reduction (at a CCDF of 10−1) when compared to an ACE, clipped OFDM, TR, and OFDM transmission, respectively.
By using sulphur-tolerant catalysts, the designer of these types of systems have a higher degree-of-freedom design-wise and may have a better position in finding optimum operating points for the systems.
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