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The fine dolomite occurring in the grains and the matrix is interpreted to signify an early replacement origin, which is proven by the existence of the replacement (Fig. 7) and the coexistence of calcite and dolomite in the matrix (Fig. 5b, c).
This paper has introduced various approaches to MCDA, and these are mainly characterized by how the performance matrix is interpreted.
In this new version, the MC matrix is interpreted as a non-linear and parameter-free kernel, and MC is a non-linear and parameter-free measure that produces a distance transformation stored in the MC kernel (previously referred to as the MC matrix).
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The observed distinctive reinforcing phenomena from CNCs and mCNCs in CMC matrix were interpreted in terms of dispersion state and interfacial bonding based on the fracture surface morphology.
The elements of the mean adjacency matrix are interpreted as probabilities that a given link is present in G u. Due to the binary nature of the edges, a comparison can be made between the underlying network G u and the mean adjacency matrix, after the application of a threshold value of p t.
The geometrical implication of the three matrices is interpreted by three transformations which are rotation, scaling, and another rotation.
The resulting impact matrices are interpreted to derive system level information on the spread of airborne material within the buildings.
Bertin [14] converted the usual NMF approach to a probabilistic framework, in which the values of the spectrogram and the factor matrices are interpreted as probabilities.
In this approach, the matrix representation is interpreted as a binary alignment and the supertree is the most parsimonious tree given the alignment.
The modified distance matrix within a subgroup is interpreted as the true additive distance matrix (core set) achieved by minimal modification of the original distances.
The transmission graph is interpreted as an adjacency matrix.
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