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Exact(6)
We consider a domain.
For n > 3 we consider a domain Q which has C ∞ boundary such that 3 4 R ⊆ Q ⊆ R. (2.1).
Furthermore, we consider a domain decomposition method, based on the χ-formulation, by splitting the original problem into an inviscid Burgers equation and a χ-viscous Burgers equation.
We consider a domain which is the union of two overlapping subdomains where each subdomain has its own independently generated grid.
We consider a domain of control system states ((a,b)) on which each distribution (P r; a, b)) has constant (f_{a}"(r)) and (f_{b}"(r)) on its support.
Throughout this paper we consider a domain (open connected set) Ω ⊂ ℝ n, n ≥ 2, of the form Ω = Ω 0 ⋃ j = 1 m Ω ̄ j, where Ω j (j = 0,..., m) are m + 1 bounded domains of ℝ n with connected boundaries Σ j ∈ C1, λ(λ ∈ (0, 1]) and such that Ω ̄ j ⊂ Ω 0 and Ω ̄ j ∩ Ω ̄ k = ∅, j, k = 1,..., m, j ≠ k.
Similar(54)
We considered a domain relevant if more than 50% of both patients and healthcare professionals answered positively on the questions regarding whether a patient would want to discuss this domain with their healthcare provider, or the other way around, i.e. whether a healthcare provider was interested to learn more on this domain topic form the patient (a score of 7, 8 or 9 was considered positive).
For the long term simulation, we considered a domain of 90 m × 90 m, divided into 512 × 512 square cells, each with a diameter of 0.176 m.
If we consider a local domain embedded in a sub-global domain (Fig. 1a, c), the wave propagation in the sub-global domain is computed with the quasi-Cartesian FDTD as a background model.
We consider a polygonal domain with corners which relies on the mortar decomposition domain technique.
For GFDM, we consider a frequency domain equivalent implementation.
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Justyna Jupowicz-Kozak
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