Exact(2)
Example 1 In this example, we consider an unbounded multiply connected region of connectivity 4 bounded by the four circles (see Figure 2).
The graph of the approximate solution u n ( z ) is illustrated in Figure 5. Figure 3 The error norm ( 54 ) for Example 1. Figure 4 The absolute error for Example 1. Figure 5 The graph of the approximate solution for Example 1. Example 2 In this example, we consider an unbounded multiply connected region of connectivity 6 (see Figure 6).
Similar(58)
The decreasing brain regions of connectivity to PCC/PCu of high and low BrAC group were observed prior to alcohol administration.
The map illustrating the multiple-generation connectivities among the sites based on oceanographic modelling indicates three main regions of connectivity, one in the North around the Bothnian Bay, one in the East around the Gulf of Finland, and one in the West around the Kattegat/Skagerrak (Fig. 1B).
Figure 1 A bounded multiply connected region Ω of connectivity (pmb{m+1}).
Figure 1 An unbounded multiply connected region G of connectivity m.
We assume that (0notinOmega). Figure 2 An unbounded multiply connected region Ω of connectivity m.
We consider an unbounded multiply connected region G of connectivity m ≥ 2 with boundary Γ = ∂ G = ⋃ j = 1 m Γ j consisting of m clockwise oriented smooth closed Jordan curves Γ j, j = 1, 2, …, m.
Consider a multiply connected region Ω in the extended complex plane (overline{mathbb{C}}) of the following two types [5]: (a) A bounded region Ω of connectivity (m+1 geq1) with boundary (Gamma= bigcup_{j=0}^{m}Gamma_{j}) consisting of (m+1) smooth closed Jordan curves (Gamma_{j}), (j = 1,2,ldots,m).
(b) An unbounded region Ω of connectivity (m geq1) with boundary (Gamma= bigcup_{j=1}^{m}Gamma_{j}) consisting of m smooth closed Jordan curves (Gamma_{j}), (j = 1,2,ldots,m).
In contrast, only a single region of greater connectivity for the control group was detected in the right superior frontal gyrus (BA 10).
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