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We adapt this equation for boundary detection as follows: S n is a region boundary defined by a change-point between the normal and abnormal distributions, optimized k = (median of the abnormal region – local baseline median)/2, and x is a sequence of LRR or non-homozygous mBAF values.
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Thus, we now adapt this conceptual equation of a single truck to consider characteristics of the entire truck fleet.
First, the study participants were young (mean age ± SD: 30.3 ± 10.8 years), and the proportion of VFA ≥100 cm was small (16.5%), so we may not be able to adapt this regression equation for middle-aged people who have a higher proportion of VFA ≥100 cm than young people.
With adapting this relationship, the governing equation of wet annular fins converts into a high degree of nonlinear equation.
Finally, the algorithm in [1] is adapted for solving this equation.
At present, it is still significantly challenging to adapt the FMB equation to CBM reservoirs due to the existence of gas-water two phase flow, stress dependence, matrix shrinkage and gas desorption.
In what follows we adapt equation (1) for our dependent variables.
The objective of this study was to develop and to evaluate a putative network model of alertness by adapting structural equation modeling to fMRI data.
Corollary 3.2 If there exists a negative function ζ which solves the adapted Riccati equation (3.7) on some interval [ T, ∞ ), then Eq. (3.5) is non-oscillatory. Proof The statement of the corollary follows directly from Theorem 3.1. □.
Corollary 3.1 says that the adapted Riccati equation has a negative solution ζ, which exists on some interval [ t 0, ∞ ). Without loss of generality, we can assume that t 0 = T. We recall (see (3.7)) ζ ′ ( t ) = 1 t [ ( p − 1 ) ζ ( t ) + γ s ( t ) + ( p − 1 ) | ζ ( t ) | q r q − 1 ( t ) ], t > t 0. (4.8).
The classic approach based on an adapted Parkland equation may still be the simplest until further studies identify the optimal bundle of resuscitation goals.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com