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If predation risk is predictable, animals can respond rapidly to changing predation risk regimes [ 9] and select their resources in such a way to bridge risk periods, irrespective of the instantaneous risk (i.e. the risk spreading theorem) [ 11].
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The following theorem guarantees the existence of a spreading model of.
The following theorem reveals the sharp criteria for spreading and vanishing, which provides some sufficient conditions for vanishing.
Spreading factor.
spreading resistance.
Superficial Spreading.
Combining Theorems 4.1, 4.2 and 4.3, we obtain the following spreading-vanishing dichotomy theorem.
\(\qed\) Theorem (Gärdenfors' Triviality Theorem).
On the other hand, a Gaussian wave packet centered on a classical trajectory is thought to be able to shadow that trajectory up to \(t_{E}\) before becoming too spread out over the energy surface since \(t_{E}\) is a measure of when quantum wave packets have spread too much to mimic classical trajectories and the Ehrenfest theorem breaks down.
We classify the fuzzy line spreads of the smallest finite projective space, the Fano plane, and prove a general existence theorem for line spreads of arbitrary finite projective planes.
The DFT Convolution Theorem, via the point-spread function (PSF) for a given sampling scheme, provides a useful framework for exploring the nature of NUS sampling artifacts.
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