T. Toyoda

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20102019

most citedA non-geodesic analogue of Reshetnyak's majorization theorem

3 citations · 6 across the 6 of their papers we have counts for

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math.MG2019

An intrinsic characterization of five points in a $CAT (0)$ space

Tetsu Toyoda

Gromov (2001) and Sturm (2003) proved that any four points in a $CAT (0)$ space satisfy a certain family of inequalities. We call those inequalities the $⊠$ -inequal…

math.MG2019★ 3 cited

A non-geodesic analogue of Reshetnyak's majorization theorem

Tetsu Toyoda

For any real number $κ$ and any integer $n \geq 4$ , the $Cycl_{n} (κ)$ condition introduced by Gromov (2001) is a necessary condition for a metric space to admit an isometric…

An intrinsic characterization of five points in a CAT(0) space

A non-geodesic analogue of Reshetnyak's majorization theorem

An intrinsic characterization of five points in a $CAT (0)$ space