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The proofs of Theorem 2.1 for the cases presented in this paper are based on considering real tube submanifolds in complex space CR-equivalent to Levi non-degenerate affine quadrics.
This minimization is performed by means of a nonlinear iterative optimization procedure, which is supported by continuum sensitivities, and the optimum is found in 10 60 iterations for the cases presented in this article.
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For example, the case presented in Sect.
Australia would send help if a case presented in the region, for example in Papua New Guinea, the minister said.
In a sense, the case presented a moving target.
The case presents a two-pronged question for the Supreme Court.
Coefficients and R' for these cases are presented in Table 1.
†Case presented in this report.
Background characteristics for the remaining 371 cases are presented in Table 1.
Finally, we present results for the investigated use cases (case 1 and case 2) presented in Section 4.3.
The lowest RD (best case) and largest RD (worst case) for every investigated case are presented in Table 3.
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