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A newly developed compatibility matrix is applied to identify incompatibilities between the options of the sub-processes.
At every time step a matrix is applied on a vector containing values from every grid point at the boundary.
By means of the TRIZ (the theory of inventive problem solving), a contradiction matrix is applied to handle engineering conflicts among multi-functional alternatives to seek inventive solutions.
In this case, the forward sensitivity (Jacobian) matrix is applied to compute an approximate representation of the covariance matrix of inverse parameter estimates.
The concept of transfer matrix is applied for a singularity analysis first of single wedge problems and then of multi-material corner problems.
To decouple the differential governing equations, a transform matrix is applied to convert the response from the physical coordinate to model coordinate.
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A Doehlert Matrix was applied to identify the critical values.
A Doehlert matrix was applied for determination of the optimal working conditions.
Then the node matrix and connectivity matrix are applied to set up common mathematic models of the tensegrity structures.
A multitrait multimethod (MTMM) matrix was applied to a normative sample of elementary school-aged children (N = 841).
Change detection analysis based on the transitional probability matrix was applied to identify systematic transitions among the LULC categories.
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