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Exact(3)
Complete parameterizations for all the observer gains as well as the eigenvector matrix of the observer system matrix are established in terms of three sets of design parameters which satisfy three basic and simple constraints.
Then, through the homogenization method the macroscopic descriptions of (i) porous media constituted by a packing of Helmholtz resonators and of (ii) Helmholtz resonators embedded in a porous matrix are established.
In this paper, for a given matrix (A=(a_{ij}) inmathbb{C}^{ntimes n}), in terms of (r_{i}) and (c_{i}), where (r_{i} = sum _{j = 1,j ne i}^{n} {vert {a_{ij} } vert }), (c_{i} = sum _{j = 1,j ne i}^{n} {vert {a_{ji} } vert }), some new inclusion sets for singular values of the matrix are established.
Similar(57)
Then, the final similarity matrix is established by a simple sum rule S = S1 + S2.
This matrix is established with the aid of introducing some new identities concerning Fermat polynomials.
An error matrix was established to evaluate the accuracy of the classification.
A climber-selection matrix was established to facilitate species selection and greenwall design.
The data correlation analysis is conducted for the structural responses, and the correlation matrix is established.
The mechanism control matrix is established based on the calculation data of the mechanism models, and the intelligent control matrix is established based on the measured data on the rolling process.
Then the membership matrix is established, and the weight vector is calculated by the entropy method and the AHP.
Six various calibration curves in each matrix were established to calculate linearity and sensitivity of the suggested method.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com