Exact(12)
Assume that the coefficients are constants in (1.5a).
Assume that Assumption 2.1 holds and all coefficients are constants.
Suppose that all coefficients are constants and (2.10).
If coefficients are constants, the second condition in Theorem 4.2 is as follows: (4.10).
To be more precise, when all coefficients are constants, we provided an explicit formula for (R_{0}^{D}).
Moreover, a fundamental set of solutions for second order linear homogeneous β-difference equations when the coefficients are constants was constructed.
Similar(48)
The stoichiometric coefficients are constant and are connected to the non "steady-state" species, while the related rates involve the slow elementary rates only.
Following [17], when the drift and the diffusion coefficients are constant it holds that (21).
Accordingly, the fading coefficients are constant during a transmission block and change independently for every block.
The channel coefficients are constant throughout the transmission period of 1-bit duration.
We assume a block fading Rayleigh channel model, where the channel coefficients are constant during each time slot and change independently from slot-to-slot.
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