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To incorporate the protein matrix, a simple dip-coating method was utilized (Peng et al. 2010).

Regarding the damping matrix, a simple, diagonal matrix will first be used, to minimize those coefficients that will be found less constrained by the data.

Using the binary matrix, a simple matching coefficient was calculated for each pair of accessions.

For each set of checklist indicators (six cells of 2 × 3 matrix), a simple weighting scheme was applied wherein each indicator was designated as a Major, Moderate, or Minor contributor to potential for or protection from exposure (revised from two categories of Major/Minor in the previous version).

Using the stoichiometric matrix, a simple matrix equation – summarizing all mass balance equations shown above – can then be used to enforce the mass balance constraints on all reactions fluxes: S.ν=0, where S is the stoichiometric matrix and ν the flux distribution represented as a vector.

On the basis of three principles, a, eqn (3), b, differential rates of equilibration across the two membranes and c, probe aggregation at a critical concentration within the matrix, a simple Excel [ 80, 86] (or more sophisticated MATLAB [ 81]) program predicts with considerable accuracy the single-cell fluorescence responses to changes in Δψm and Δψp.

Similar(54)

However, since a metabolic network contains nodes of two distinct types (metabolite and reaction), the first task is to reduce the stoichiometry matrix (S-matrix) used conventionally to specify a metabolic network, to a probability matrix for a simple graph containing metabolite nodes only.

By deriving a multiband k⋅p Riccati equation for the envelope function matrix, it is shown how to obtain the reflection matrix through a simple numerical integration of the Riccati equation.

We formulate the Jacobian matrix with arbitrary equation of state and simplify the Jacobian matrix to a simple and structured form with the help of a few auxiliary variables, e.g. isentropic speed of sound.

For erasure recovery, we showed how to find the inverse of a matrix using a simple algorithm by exploiting the logarithmic operator of the elements of the Vandermonde matrix and converting the operations to simple modulo- additions.

Moreover, this matrix has a simple structure and interesting properties.

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