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Набори {{\widetilde{a}}^{n}} та {{\widetilde{b}}^{n}} називають сусідн...

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Набори ${{\widetilde{a}}^{n}}$ {{\widetilde{a}}^{n}} та ${{\widetilde{b}}^{n}}$ {{\widetilde{b}}^{n}} називають сусідніми, якщо

$\rho ({{\widetilde{a}}^{n}},{{\widetilde{b}}^{n}})=n$ \rho ({{\widetilde{a}}^{n}},{{\widetilde{b}}^{n}})=n

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$\rho ({{\widetilde{a}}^{n}},{{\widetilde{b}}^{n}})=1$ \rho ({{\widetilde{a}}^{n}},{{\widetilde{b}}^{n}})=1

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$\rho ({{\widetilde{a}}^{n}},{{\widetilde{b}}^{n}})=0$ \rho ({{\widetilde{a}}^{n}},{{\widetilde{b}}^{n}})=0

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