Abstract
We study some measures which are related to the notion of the $\epsilon$-complexity. We prove that measure of $\epsilon$-complexity defined on the base of the notion of $\epsilon$-separability is equivalent to the dual measure that is defined through $\epsilon$-nets.
Citation
V. Afraimovich. L. Glebsky. "MEASURES OF $\epsilon$-COMPLEXITY." Taiwanese J. Math. 9 (3) 397 - 409, 2005. https://doi.org/10.11650/twjm/1500407848
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