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Individual species can have different roles in this scenario: while some species only interact heavily with species of their own modules, other super-generalists "glue" together all the modules by showing extremely generalized interactions.
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Simulations experiments on synthetic datasets are performed to study the behavior of this generalized interaction index.
These operators, which provide new examples of generalized point interactions in the sense of Šeba, are defined by the boundary conditions ƒ(0+) = e−zƒ(0−), rƒ(0+) + ƒ′(0+) = ez[rƒ(0−) + ƒ′(0−)], for z ∈ C, r ∈ R. We calculate their spectra, resolvents, and scattering matrices, and show that they can be realized as limits of Schrödinger operators with local short-range potentials.
In addition, we conducted a generalized psychophysiological interaction analysis on the data using a right inferior frontal gyrus seed region.
Chung et al. (2003) developed an empirical design method for steel beam with web openings of various sizes and shapes using generalized moment shear interaction curve.
We present the strongest available evidence that the AG ant-seed interaction is highly specific in lowland forest of the Peruvian Amazon, and thus represents an exception to the general understanding of seed-dispersal mutualisms as generalized and diffuse interactions [18], [21], [23], [24].
Our results indicate that agricultural intensification has significantly increased the diversity of pollen and the pollination niche overlap in natural communities by promoting exotic plants and generalized plant-pollinator interactions.
This paper deals with the problem of generalized magneto-thermoelasticity interactions in a functionally graded viscoelastic layer (Kelvin Voigt type) due to the presence of thermal shock in the context of the linear theory of generalized thermoelasticity without energy dissipation (GN Model Type II).
In order to investigate the impact of the interaction type, we measured the selection on a recombination/sex modifier for the generalized matching allele interaction type (see section "Methods") with selection coefficients s1 and s2 ranging from 0 to 1 with a gradation of 0.01 (i.e. for 104 different interaction matrices).
The generalized domain-independent interaction integral (DII-integral) is investigated due to its extremely promising application in solving the stress intensity factors (SIFs) of nonhomogeneous materials with complex interfaces.
For the 2-vortex interaction the generalized critical parameter determining qualitative character of interaction of vortices is introduced.
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