7 citations · 31 across the 23 of their papers we have counts for
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math.MG2014
High dimensional analogue of metric distortion for simplicial complexes
Izhar Oppenheim
We suggest a new possible high dimensional analogue to metric distortion. We then show a possible method for providing lower bounds to this distortion and use this method to prove…
math.MG2014★ 1 cited
An intermediate quasi-isometric invariant between subexponential asymptotic dimension growth and Yu's Property A
Izhar Oppenheim
We present the notion of asymptotically large depth for a metric space which is (a priory) weaker than having subexponential asymptotic dimension growth and (a priory) stronger tha…