Finding Characteristics of a Set with Topology Induced
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Find the interior, the closure, the accumulation points, the isolated points and the boundary points of the set A = { x = (x_1, x_2 ...) e l^2 : -1 <x_1 < 1} with the topology induced by || ||_2.
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This posting offers help with calculating the interior, the closure, the accumulation points, the isolated points and the boundary points of the expression in question. The solution is presented in a pdf document.
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