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The elements of the approximation matrix are expressed in Eqs.

The conjugate, transposition, and conjugate transposition of the matrix are expressed by three markers, T, and † respectively.

The scattered displacement and electric potentials in the matrix are expressed in terms of spherical wave vector functions and Legendre functions, respectively.

First, the constitutive laws for the SMA wire and matrix are expressed in terms of the average strain in the composite.

In this example, the spatial correlation between the noises is exponentially decreasing along the antenna array and the elements of the noise covariance matrix are expressed as (12).

Hence, to reduce the complexity even further, we consider an alternative approach where such normalization is removed so that elements of the diagonal tap-selection matrix are expressed as (26).

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Similar(52)

The elements of Jacobian matrix is expressed in Equation (11).

In addition, linear arrays of extracellular matrix were expressed that appeared related to cellular orientation.

And the normalized noise cross-power spectral density matrix is expressed as (13).

This new precoding matrix is expressed as the product of a power allocation matrix and an input-shaping matrix.

Each entry of such matrix is expressed with the same letter used to name the matrix, but in lowercase.

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