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Let t c′ be the row vector of marker covariates for some selection candidate.
Let p (t ) be the row vector with entries p(t )(x) for x ∈ S. Then the vector form of the CME is (4) If sup x ∈ S λ x < ∞, Eq. (4) has the general solution (5) where the matrix exponential is given by e Qt =.
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is the row vector of the following matrix (74).
Here, any Hadamard matrix order is possible and is the row vector of the matrix: (12).
Recall that b is the row vector of the estimates from the second sampling phase (regression coefficients or BEF values), and Z is the column vector of the estimates from the first phase.
with p being the row vector of the equilibrium state probabilities, the unity matrix I, and the zero vector 0. Figure 2 Single-satellite state models assuming two states.
Here A denotes the square matrix with the elements a i, j, ∇ x is the nabla operator and ∇ x T its transposed, i.e., �� x T is the row vector with the components ∂ x j.
In matrix terms, mathop eta nolimits_ = mathop wnolimits^{d} mathop {hat{x}}nolimits^{ - 1} (13)what{x(hat{x}^{ - 1}) is the diagonal inverse matrix of production,1 η = [η i ] is the row vector of direct water use coefficients.
In the former case, the code is where is the column vector of all 1's, while the latter is the code which adds one more packet consisting of the parity check of all information packets; that is, is the row vector of all 1's.
where h 2 = [ h 2, 1, …, h 2, n 2 ] is the row vector of the fading channel coefficients from R to D and W D is the n 2 × N AWGN matrix at D whose entries represent complex Gaussian RVs CN ( 0, N 0 ).
θ is the row vector of water consumption value-added of all sectors, wherein the element θ i refers to the unit water consumption value-added of sector i and A refers to the direct consumption coefficient matrix of water resources.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com