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Varieties of Coarse Spaces
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A class M of coarse spaces is called a variety if M is closed under formation of subspaces, coarse images and products. We classify the varieties of coarse spaces and, in particular, show that if a variety M contains an unbounded metric space then M is the variety of all coarse spaces.
Title: Varieties of Coarse Spaces
Description:
A class M of coarse spaces is called a variety if M is closed under formation of subspaces, coarse images and products.
We classify the varieties of coarse spaces and, in particular, show that if a variety M contains an unbounded metric space then M is the variety of all coarse spaces.
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