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Measured data is fit with a reference function that serves as the basis for the envelope used in uncertainty space to quantify measurement uncertainty.
The principle of the estimation, as described in (23) is to compute a reference function in advance and identify which value of the STO corresponds to the observed value of the quantity (20).
On the one hand, what happens if instead of considering an admissible zone delimited by a reference function, (F), and its dual, (F^d), we consider that this zone can be delimited by two any reference functions, (F) and (G), satisfying (mathcal {P}).
Example of such a reference function generated for a cross-range swath ( 40, 20) meters, as well as the simulated phase history of a point target located at +10 meters in cross-range and the resultant cross-range profile reconstruction are shown in Figures 10(a)–10(c), respectively.
where c i =1 and c i =1/2 correspond to points in the volume and at the boundary, respectively, B 0 is the measured photospheric magnetic field, and Y is a reference function, boldsymbol{Y}(r) = frac{cos(lambda_{i} boldsymbol{r})}{4 pi |boldsymbol{r}-boldsymbol{r}'|}, (20).
Then we calculate a function and a reference function.
Similar(48)
We model uncertain parameters like return and illiquidity of various assets using L R fuzzy numbers belonging to a power reference function family.
This scheme is integrated into the proposed nonlinear controller in order to achieve the angle tracking on a desired reference function.
A new reference function zmult is used in that case, that is simply replacing z which was calculated for an ideal channel.
As a second reference function, we use Average Correlation Value (ACV) which was proposed very recently in [ 14].
The system can be carried out by the power-spectrum subtraction strategy and the design of an ideal reference function with the technique of Lagrange multipliers.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com