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Opal forms by precipitation from silica-bearing solutions near Earth's surface.
However, the behavior of solutions near the critical point changes.
But all solutions near can be parameterized by for and some ; thus,.
When the two objectives present equivalent importance: compromise, the manager can apply solutions near "B".
An ion-dipole model of electrolyte solutions near a charged hard wall is considered.
Also an analysis of partial solutions near the singular points is provided.
We analytically prove the existence of stable and unstable periodic solutions near the parametric resonance frequency.
In Sharp-ISFEM, a line normal approach is used for unstructured meshes to reconstruct the solutions near interface.
We have the following numerical simulation results in order to verify the local stability of the bifurcation solutions near ((lambda _,0,lambda_)), see Figure 1. Figure 1 The bifurcation solutions near (pmb{(lambda _,0,lambda_).
In Section 2, we prove that the bifurcating solutions near ((lambda_,0,lambda_)) are locally asymptotically stable.
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We will call these solutions "near-memory," and if user-addressable, "scratchpad".
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