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The dynamic stiffness matrix method enables one to model an infinite number of natural modes by means of a small number of unknowns.
The dynamic stiffness method enables one to model an infinite number of natural modes by means of a finite number of degrees of freedom.
The characteristics of a small piece of telegraph wire and that of a long transmission line are the same, thus it is sufficient to model an infinite small piece of telegraph wire to represent a transmission line over distance.
The challenge is to model an infinite small piece of telegraph wire as an electric circuit since it has a load and a source as indicated by Ohm's and Kirchhoff's laws.
In contrast, reaction norms model an "infinite" number of environments, which more precisely depicts the existing continuum of the environment.
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∂Ω1 is the transparent part of the boundary of Ω (with normal vector n) modeling an infinite domain for the behind uncovered area.
This is an essential difference between our model and an infinite site model of neutral polymorphisms of nucleotide sequences in which locus-specific divergence accumulates proportionally with generation time.
Winkles is based on the model described in Beaumont and Nichols [ 20] which employs coalescent simulations using the Island model and an infinite alleles mutational model.
The aforementioned model is an infinite discount Markov decision model.
Model A considers the infinitesimal model, where an infinite number of loci with infinite small effects are assumed.
At the same time, the Löwenheim-Skolem theorem says that every first-order formal theory that has at least one model with an infinite domain, must have models with domains of all infinite cardinalities.
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