The obtained Mathieu equation allowed the influence of additional elements on the position of solutions on a stability chart to be analysed.
where the index l runs over both initial and final states, and taking into account that only the diagonal elements of the position operator survive (〈k|r|l〉=0) [18].
− log N !, Here x a,j are elements of the position count matrix (i.e., nucleotide counts), N is the total number of aligned TFBS sequences.
A sample of checking similar points function implementation using Object Pascal is shown in Table 9. begin{aligned} mathrm{Se}_2 =frac{sum nolimits _{j=1}^n {left( {x_j } right) } }{n}, end{aligned} (4.3 where (n) is the total number of elements, (x) is the element of the current position, a(j) is the current position, (mathrm{Se}_{2}) is the value resulting from the calculation.
We can also obtain the Cramer-Rao bound of the sparse channel estimate h ^ through setting the elements of the positions l d equal to z ^ and other elements equal to zero [4].
These results, demonstrating the limited sensitivity of LDSS, were considered reasonable because LDSS has a methodological limitation in that it fails to detect cis-elements of the position-insensitive type [ 7, 9].
In each position of the vector Q, if the element is 0, the change is not made, but if the element is 1, the element of the same position of vector P is selected.
In each position of vector Q, if the element is 0, the change is not made, but if the element is 1, the element of the same position of vector P is selected.
The rigorous relation (hbar langle f|textbf {P}|i rangle = im (E_{f}-E_{i}) langle f|textbf {r}|i rangle ) [18] has been utilized to express the momentum matrix elements in terms of the position matrix elements, which are readily calculable.
A good illustration of the class element is the position of the affluent upper-middle class "Nido" youth.
