Sentence examples for perturbed state from inspiring English sources
For this two-gene network, a two-input multiplexer is used for each gene to probabilistically select a perturbed state or the original CSSBN state without perturbation.
where component g 1 t = ∑ j, n F 1 d j, n Ψ j, n t describes weak geomagnetic perturbations, where the coefficients of g1 t) are in a weakly perturbed state; component g 2 t = ∑ j, n F 2 d j, n Ψ j, n t describes strong geomagnetic perturbations, where the coefficients of g2 t) and Tj,1 > Tj,2 are in a perturbed state; and coefficients dj,n, where |dj,n| ≤ Tj,1 is considered as quiet.
If a perturbation changes the state of an attractor, it is possible that the new perturbed state may transition to a different attractor.
We discuss the perturbed state ωh.
The electric field equations for the perturbed state are.
The perturbed state of plasma supports two types of ion acoustic waves, which evolve into fast and slow compressive solitary structures under certain conditions.
Thus we obtain N new states (s i,1, s i,2,..., s i, N ) for each state in C. When we perturb every state with every perturbation, we obtain a new set of perturbed states of size kN.
In the line "Perturbed states and their limit cycles" we show the perturbation results of each state of each attractor by re-evaluating each species by its own Boolean function triggered asynchronously.
The capture corridor is defined, at each point along the transfer, by back-propagating the set of perturbed states at the Moon that provides an acceptable lifetime of the lunar orbit.
As a method specifically designed with assumptions appropriate to developing organs we believe this approach will be applicable to a range of developmental systems, facilitating estimations of cell cycle length and compartment behaviour that extend beyond simple comparisons of mitotic rates between normal and perturbed states.
We interpret the ratio of the number of perturbed states of a given cyclic attractor that reach a second cyclic attractor over the total number of perturbed states of the given cyclic attractor as a transition probability.
