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The bar on the right represents the values of r Fig. 5 Illustration diagram which displays when the system is stable (blue region) and unstable (red region).
Solid lines represent periods where the system is stable while dashed lines represent where it is unstable; red dots represent the maximum stable period of the orbit, highlighting its increase with (tau_{h}).
In Fig. 4, the different colours represent the different values of r. Figure 5 displays when the system is stable (blue region) and unstable (red region), i.e. when (r<1) and (rge 1), respectively.
The right column shows the three submanifolds, projected onto the ((x,z -plane and the ((w,z))-plane, where we also include stable (blue) and unstable (red) eigenvector directions at a selection of points on (S^{s}).
A MT seeding density that increases from a wild-type gradient (E, h 0 P = 0, k P = 150 μm ) laterally towards the posterior (F, h 0 P = 0, k P = 17. 5 μm ) to a near-uniform distribution (G, h 0 P = 0, k P = 1 μm ) shows a saddle-node bifurcation by creating a pair of stable (green) and unstable (red) fixed points.
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But those unstable red-state family structures are still a real problem, and it's fair enough for liberals to note that social conservatism (whether in policy or in culture) doesn't necessarily produce the kind of social outcomes that it seeks.
Thin black lines are unstable equilibria, red are stable equilibria, green and blue circles are stable and unstable limit cycles.
The critical manifold S in Figure 4 forms a single manifold, containing four fold curves, and can be divided into six different sheets depending on the stability type of the equilibria; the stable sheets are coloured black and the unstable ones red.
A few inorganic ozonides are known, containing the negatively charged ion O-3; an example is potassium ozonide (KO3), an unstable, orange-red solid formed from potassium hydroxide and ozone that, upon heating, decomposes into oxygen and potassium superoxide (KO2).
The folded singularity resembles an ordinary saddle equilibrium with stable and unstable invariant manifolds (red).
The stable homotopy groups are highlighted in blue, the unstable ones in red.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com