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The region below the cloud (< 50 km) is weakly stable.
We showed that the system using MESF is weakly stable under i.i.d.i.d
Thus the weakly stable node lies close to a Bogdanov–Takens bifurcation, as we have suggested.
A sustainable system can be weakly stable, exhibiting limit cycle or oscillation between bound and nontrivial values.
Nevertheless, weakly stable TM regions, which are important for the protein function and interaction with other proteins, exist.
So the eigenvalues are small and negative and the fixed point ((varSigma_{0},0)) is weakly stable.
Similar(29)
AsA content in the population remained significantly -although weakly- stable as assessed for repeatability by the correlation coefficient (ρ = 0.29; p-value = 0.0003).
({x_{n}}) converges strongly to the unique common fixed point p of T; ({x_{n}}) is both almost T-stable and weakly T-stable.
{ x n } converges strongly to a unique fixed point of T in E; { x n } is both almost T-stable and weakly T-stable.
If ({x_{n}}) is bounded in K, then (1) ({x_{n}}) converges strongly to the unique common fixed point p of T; (2) ({x_{n}}) is both almost T-stable and weakly T-stable. .
Suppose { y n } ⊂ E and define { ε n } by s n = ( 1 − b n ) y n + b n T n y n + v n, ε n = ∥ y n + 1 − ( 1 − a n ) y n − a n T n s n − u n ∥, n ≥ 0. Then the following assertions hold: (1) { x n } converges strongly to a unique fixed point of T in E; (2) { x n } is both almost T-stable and weakly T-stable. .
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com