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Dynamic graphs and dynamic adjacency matrix are introduced to model for a class complex dynamic interconnected system in this paper.
Positive D-invariance conditions for linear uncertain systems with parametric disturbance matrix are introduced and used to solve the VMP when box bounds on the state, control input and disturbance are considered.
The statistical distributions for tensile strength and elastic modulus obtained from small models of the filler and matrix are introduced to a large scale model of the heterogeneous microstructure.
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The harmonic force matrix is introduced and derived.
For this improvement, an analytical Jacobian matrix is introduced instead of the numerical Jacobian matrix.
In the following, the calibration technique that provides the coefficients of matrix is introduced.
Loss characteristic matrix is introduced as a new concept in optimal substation placement problem.
The depth-weighting matrix is introduced to increase the vertical resolution.
A new parallel algorithm for computing a class of optimized approximate inverse matrix is introduced.
A matching matrix is introduced as a compact network representation to perform such shifts.
The concept of the pseudo-receptance matrix is introduced in calculating the steady state response.
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