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Using the dates from the nonlinear dynamic analysis of the sample structures under all 240 synthetic time histories, the two sets of fragility curves and damage probability matrices were defined.

Then, these matrices were defined as follows: begin{aligned} (W_{mathrm{GD}}^ )_{i,j} =p {d_j vert g_i })=left{ {{begin{array}{l@{quad }l} {frac{(lambda {W_{mathrm{GD}} })_{ij} }{sum _mathrm{j} ( {W_{mathrm{GD}} })_{ij}} qquad mathrm{if}, sum _{j} ( {W_{mathrm{GD}} })_{ij} ne 0} {0 qquad qquad qquad mathrm{otherwise,}} end{array} }} right.

Therefore, subsequent basis matrices were defined by weighting probesets to maximize conditioning.

A set of contrast matrices were defined to describe the comparisons among samples in the experiment and a second linear fitting was performed for each contrast.

Similar(56)

These coefficient matrices are defined in Eqs.

where matrices, are defined as (3.46).

The channel basis matrices are defined as (9) and (10).

With this assumption, the correlation matrices are defined as.

In the same way, matrices are defined for other outputs.

First, on the metasemantic approach, 2D matrices are defined in terms of a restricted set of possible worlds.

On a semantic interpretation, in contrast, 2D matrices are defined on the set of all centered possible worlds.

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