The matrix elements depend on multiplier F z (s) before the δv value in Eq. (39) which in its turn is determined by the boundary force F z (U) and the distributed friction force in Eq. (38).
The first proposed model assumed that the ET matrix element, VIF R), depended on the proton configuration at the interface, as measured by a coordinate, or a set of coordinates, R. Fermi's golden rule gives a PCET rate that is proportional to | VIF(R)| in the electronically nonadiabatic regime.
For example, if one has to process each row of a matrix separately using dataflow engines (DFEs), where each element depends on the previous one in the same row, the programmer should reorder the execution, so that other rows are being processed before the result of processing an element is given to the next element in the same row.
To evaluate the effects of the quantization step size matrix, we consider a weighted sum of all the elements m Q where the averaging factor, a, for each element depends on the corresponding frequency.
It is worth mentioning that reliability analysis of this element depends on previous elements.
Activation of this element depends directly on Pax3 [ 10].
This strategy is efficient if and only if f itself is expensive to evaluation, such as when f is the determinant of a large matrix whose elements depend nonlinearly on λ.
On the one hand, the ET matrix element does not depend on R in eq 11.6.
The relation is through the Gaunt/Elsasser matrix (H) whose elements depend on the main field coefficients which change with time (Whaler, 1986).
According to systems (52) and (54), the controlled error system is obtained _{0}D_{t}^{boldsymbol{alpha}} boldsymbol{e}(t)=Aboldsymbol{e}(t)+B _{boldsymbol{x},boldsymbol{y}}boldsymbol{e}(t -K boldsymbol{e}(t -K(55) where (boldsymbol{el{x},boldsymbol{y}}) is a bounded matrix with its elements depending on x and y.
