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We interpret the situation as a linear game and derive an equilibrium point determining an optimal estimator and an optimal sampling design.
The model proposes a bifurcation point in the death rate parameter such that when death rate is below a critical threshold, colony population reaches an equilibrium point determined by model parameters, but when forager death rate is sustained above the threshold, colony population declines to zero and the colony fails.
In analogy to the standard procedure of linearizing a vector field at an equilibrium point to determine its stability, in this paper we study the local behavior of a hybrid system near a Zeno equilibrium point by considering the value of the vector field on each domain at this point, i.e., we consider constant approximations of nonlinear hybrid systems.
Note that the local stability of an equilibrium point ((x,y)) is determined by the modules of the roots of the characteristic equation at the equilibrium point.
Boundedness of the solution inside a compact set assures the existence of an equilibrium point.
There is inter-individual variation in the equilibrium point for energy balance, where calories in match calories out; but there is such an equilibrium point for us all, and when we find it and honor it, our weight is stable.
tions occur about an equilibrium point.
Nash, however, showed that even complicated games have an equilibrium point.
(4.18) with an equilibrium point (x^=0).
There exists an equilibrium point for z.
Let be an equilibrium point of (2.1).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com