A note for Gromov's distance functions on the space of mm-spaces
Kei Funano

TL;DR
This paper comments on Gromov's distance functions on mm-spaces, highlighting the need for further exploration in metric geometry, though it does not present new empirical or theoretical results.
Contribution
It provides a brief note emphasizing the importance of further study on Gromov's distance functions in metric geometry.
Findings
Highlights the potential for future research in Gromov's distance functions
Encourages deeper investigation into metric geometry concepts
Serves as a call for more detailed studies in the area
Abstract
This is just a note for \cite[Chapter]{gromov}. Maybe this note is obvious for a reader who knows metric geometry. I wish that someone study further in this direction.
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Taxonomy
TopicsMathematics and Applications · Advanced Topology and Set Theory · graph theory and CDMA systems
