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A New Transport Distance and Its Associated Ricci Curvature of Hypergraphs
A New Transport Distance and Its Associated Ricci Curvature of Hypergraphs
by Akamatsu Tomoya
in 05c12 / 05C12, 05C81, 53C23 / 05c81 / 53c23 / Analysis / bonnet–myers type estimate / FOS: Mathematics / lin–lu–yau type curvature of hypergraphs / Mathematics - Metric Geometry / Metric Geometry (math.MG) / QA299.6-433 / transport distance on hypergraphs
2022
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A New Transport Distance and Its Associated Ricci Curvature of Hypergraphs
by Akamatsu Tomoya
in 05c12 / 05C12, 05C81, 53C23 / 05c81 / 53c23 / Analysis / bonnet–myers type estimate / FOS: Mathematics / lin–lu–yau type curvature of hypergraphs / Mathematics - Metric Geometry / Metric Geometry (math.MG) / QA299.6-433 / transport distance on hypergraphs
2022
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A New Transport Distance and Its Associated Ricci Curvature of Hypergraphs
A New Transport Distance and Its Associated Ricci Curvature of Hypergraphs
by Akamatsu Tomoya
in 05c12 / 05C12, 05C81, 53C23 / 05c81 / 53c23 / Analysis / bonnet–myers type estimate / FOS: Mathematics / lin–lu–yau type curvature of hypergraphs / Mathematics - Metric Geometry / Metric Geometry (math.MG) / QA299.6-433 / transport distance on hypergraphs
2022

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A New Transport Distance and Its Associated Ricci Curvature of Hypergraphs
A New Transport Distance and Its Associated Ricci Curvature of Hypergraphs
Journal Article

A New Transport Distance and Its Associated Ricci Curvature of Hypergraphs

Akamatsu Tomoya
2022
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Publisher
Walter de Gruyter GmbH
Subject

05c12

/ 05C12, 05C81, 53C23

/ 05c81

/ 53c23

/ Analysis

/ bonnet–myers type estimate

/ FOS: Mathematics

/ lin–lu–yau type curvature of hypergraphs

/ Mathematics - Metric Geometry

/ Metric Geometry (math.MG)

/ QA299.6-433

/ transport distance on hypergraphs

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