PI spaces with analytic dimension 1 and arbitrary topological dimension
نشر في Bruce Kleiner
بتاريخ 2015
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English
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الملخص بالإنكليزية
For every n, we construct a metric measure space that is doubling, satisfies a Poincare inequality in the sense of Heinonen-Koskela, has topological dimension n, and has a measurable tangent bundle of dimension 1.