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The parallel control technique is applicable to single-input processes for which two types of output measurements are available: (i) a primary measurement of the controlled output whose dynamic response to input changes is unfavorable (e.g. delayed); and (ii) a second-ary measurement of a different output whose dynamic response is more favorable (e.g. undelayed).
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In the next section, an approach for finding the most appropriate auxiliary channels is provided, utilizing the ADC 2. As discussed already, different RD matrix corresponds to a different output of ADC 2, the main goal of maximizing the ADC 2 is to achieve the optimum RD matrix.
This leads to a different output of the model for each run.
The state machine is designed such that each possible realization of state transition sequences corresponds to a different output pattern at the receiver, i.e., each realization of the machine corresponds to a reconstructible sequence.
A test chip of 64×64 pixels consisting of four 16×64 arrays, each with a different output chain, has been implemented in 0.35 μm CMOS technology available through MOSIS and operated via a 3.3 V supply.
Before, each tissue type was considered as a different output of the neural network.
The information encoding this reordered collection of reads is then written to a number of different output streams, each of which is compressed with a general-purpose compressor.
The contents of these buckets, along with the information required to invert any transformations that have been applied, are written to a set of different output streams and compressed using a general-purpose compression tool.
Although it is straightforward to design a multi-stable system capable of outputting a discrete set of different output powers to be used as the amplifier bias, such schemes would likely require multiple nonlinear resonators and it would be more cumbersome to drive transitions between the output states.
The first two groups (n = 8) were used as a prior pilot study for confirming the reliability of the efficiency of different output powers.
The additional file 4 shows how practically these fixed estimates can be obtained with an example of the different output given in additional file 5. *Treatment effect estimates in presence of a center effect.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com