Japanese companies reported using existing product data (e.g., warranty) and a broader set of matrices to a greater extent.
We focused on light-induced processes at these interfaces, and developed a set of matrices to quantify and differentiate the capacitive, Faradaic and thermal outputs from about 30 different silicon materials in saline.
The result of our analysis is a set of matrices that illustrate the distribution of firewall vulnerability causes and effects over firewall operations.
Two numerical schemes based on the same set of matrices have been developed, one in terms of conserved variables and one in terms of primitive variables.
The sustainability criteria are presented in a set of matrices, separating the criteria into product life-cycle phases and socio-ecological sustainability principles.
This condition is based on a set of matrices which provides a novel encoding of the relationship between the function and the probabilistic model used by the algorithm.
The set of matrices is stored in a magazine, a flat, trapezoidal metal box consisting of 90 channels in which the matrices are aligned one behind the other, duplicates of 20 or 24 for each letter or sign, lying face down, resting on an ear and a heel.
Subsequently, the problem of using one, fixed disturbance distribution matrix is eliminated by using the interacting multiple models algorithm to select an appropriate unknown input distribution matrix from a predefined set of matrices.
The proposed reconfigurable tooling system comprises a set of matrices of a closely stacked discrete elements (i.e., pins) arranged to form a cavity in which a free-form object can be molded.
Two control-theoretical issues are treated to this end: as a new paradigm, the construction of flat dynamical systems, and on the other hand, the notion of mortality of a set of matrices, a problem which is in general not decidable.
Next a novel satellite cluster feedback control protocol with coupling gain is designed, so that the satellite cluster periodically bounded relative motion consensus problem (period-delayed errors state consensus problem) is transformed to the stability of a set of matrices with the same low dimension.
