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Exact(3)
Based on Eq. (38), if we consider (rho boldsymbol {A}=boldsymbol {H}_{ba} boldsymbol {Q}_{s} boldsymbol {H}_{ba}^{H}) and (Q s′)−1 Q s =ρ/(1−ρ I, it can be rewritten as log(det(boldsymbol{I}+rhoboldsymbol{A})) -log(det(boldsymbol{I}+ rho/ 1-rho boldsymbol{I}), (40).
At the same time, the response of gas sensors based on metal oxide semiconductors is empirically represented as Rs = a[C] b + 1 [27] at a certain working temperature, and then the above equation can be rewritten as log(Rs - 1) = b log(C) + loga, where a and b are constants and C is the concentration of the target gas.
Assuming that the basal expression level μ is optimized to maximize log-fitness, that is, μ = 〈 μ e 〉 − c 〈 r e 〉, this log-fitness can be rewritten as: log [ f (X, Y, S, R ) ] = cons.
Similar(56)
The identity given in the second line can be rewritten as 32 = 1+5+10+10+5+1 which in general tells that if we sum the n'th row of the Pascal triangle we get 2n.
This criterion can also be rewritten as follow F = a + b σ m, 2 - τ oct.
Then, the -th order DAC algorithm in (2) can be rewritten as which implies that To calculate the eigenvalues of, we have [9] (7).
The second term in Equation (1) can therefore be rewritten as (2) and the problem in Equation (1) is equivalent to (3) As is 1 if and 0 otherwise, it can be seen that the connectivity term in Equation (1) penalizes the selection of SNPs not connected to one another, as well as the selection of only subnetworks of connected components of the SNP network.
The constraint (19c) is rewritten as (34).
The relation (4.5) is rewritten as (49).
Using (18), Equation (16) is rewritten as (19).
Furthermore, since is provided in (4), (8) is rewritten as follows: (9).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com