Mutasim Mim

most citedOn a Conjecture on the Wiener Index of a Maximal Planar Graph

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math.FA2019

Isometric copies of $ℓ_{\infty}^{n}$ and $ℓ_{1}^{n}$ in transportation cost spaces on finite metric spaces

Seychelle S. Khan, Mutasim Mim, Mikhail I. Ostrovskii

Main results: (a) If a metric space contains $2 n$ elements, the transportation cost space on it contains a $1$ -complemented isometric copy of $ℓ_{1}^{n}$ . (b) An example of a finite…

Isometric copies of ℓ∞n​ and ℓ1n​ in transportation cost spaces on finite metric spaces

Isometric copies of $ℓ_{\infty}^{n}$ and $ℓ_{1}^{n}$ in transportation cost spaces on finite metric spaces