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In contrast, the results of the present study suggest that the KChIPs may differentially express this function depending on the cellular context.
As it is customary to express this function as a natural logarithm, the geometric sum becomes a regular arithmetic sum (Σ, across i = 1 to n cases).
Consider the characteristic function of the distribution p, defined as p ^ = ∑ Δ p cos Using the standard Stepwise Mutation Model [SMM, Kimura and Ohta (1975, 1978)], we can express this function in terms of the (unknown) distribution of TMRCA for pairs of individuals.
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In other respects, we can express this density as a function of ρ.
It is more physically intuitive to express this rate as a function of the corresponding first dislocation moment M 1)=|ρ|/ρ, which can be understood as the GND fraction of the total dislocation density.
Alternatively, we can express this matrix as a linear function of the correlation matrix of the sources (incoming signals) at a grid of investigated angles, and solve this system of equations using either LS or sparsity-regularized LS (possibly assisted by additional constraints), depending on the grid resolution compared to the number of antennas of the underlying array.
It is often convenient to express this in terms of hyperbolic functions V_\mathrm T = V_\mathrm {iL}[(1+\mathit \Gamma)\cosh \gamma x) + (1-\mathit \Gamma)\sinh \gamma x)]\,\!
Other couples also expressed wanting this function, because they felt it would make them feel both safe and secure, 'would like a non-hidden safety zone…//I should always be visible´ [cell phone] [person with dementia occasion 5].
We can now define potential functions which can express this joint posterior distribution.
In the future, it would be interesting to see whether an HGF-GFP reporter cell line, stably expressing this shRNA, could function without tubulation.
In addition, we express those functions in terms of Bernoulli functions.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com