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Bingbing Liang's user avatar
Bingbing Liang's user avatar
Bingbing Liang's user avatar
Bingbing Liang
  • Member for 11 years, 7 months
  • acsu.buffalo.edu/~bliang
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Is there any result concerning on the metric dimension of inverse limit?
@BSteinhurst, OK, thanks for your concern of my question.
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Is there any result concerning on the metric dimension of inverse limit?
In general, the low box dimension is dependent on the choice of metric. @BSteinhurst Is it clear that each compatible metric on $\mathbb{Z}_2$ induces a nonzero low box dimension?
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Is there any result concerning on the metric dimension of inverse limit?
Even it fails in the general setting, how about making X_i to be the compact metric (abelian) group?
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Is there any result concerning on the metric dimension of inverse limit?
Yes, and here metric dimension means the low box dimension.
asked
Is there any result concerning on the metric dimension of inverse limit?