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Exact(4)
Coefficients of the corresponding powers of s (Laplace variable), in the numerator is matched with the coefficients of the corresponding powers of s in the denominator of a closed loop transfer function for a servo problem.
In other words, the initial state terms in the action are the cumulants of the initial distribution multiplied by the corresponding powers of (tilde{x}(t_{0})).
Given the eigendecomposition, the nth power of A (i.e., n-fold iterated matrix multiplication) can be calculated via An = (VDV−1)n = VDV−1VDV−1...VDV−1 = VDnV−1 and the power of a diagonal matrix can be calculated by taking the corresponding powers of the diagonal entries, which is much easier than doing the exponentiation for A instead.
For example, when the minor allele frequency is 0.4 and the heritability is 0.4, Surv-MDR, Cox-MDR and Cox regression model have the maximum power of 0.388, 0.280 and 0.128, respectively in Table 3 (γ=2.0) whereas the corresponding powers are 0.746, 0.544 and 0.446 in Table 2 (γ=1.0), respectively.
Similar(56)
The corresponding power coefficient is 38%.
The corresponding power consumption is 25 mJ.
Inserting the corresponding power series: (2.65).
Hence, the corresponding power allocation solution must exist.
The corresponding power allocation is given by (45).
The corresponding power spectrum is shown as in Fig. 3b.
For those users whose transmit powers are zero, the corresponding power index capacities are also zero.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com