Approximate inverse limits and (m,n)-dimensions
In 2012, V. Fedorchuk, using m-pairs and n-partitions, introduced the notion of the (m,n)-dimension of a space. It generalizes covering dimension. Here we are going to look at this concept in the setting of approximate inverse systems of compact metric spaces. We give a characterization of (m,n)-dim...
| Permalink: | http://skupnikatalog.nsk.hr/Record/nsk.NSK01001098340/Similar |
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| Matična publikacija: |
Glasnik matematički (Online) 55 (2020), 1 ; str. 129-142 |
| Glavni autori: | Lynam, Matthew (Author), Rubin, Leonard R. |
| Vrsta građe: | e-članak |
| Jezik: | eng |
| Predmet: | |
| Online pristup: |
https://doi.org/10.3336/gm.55.1.11 Hrčak |
APA stil citiranja
Lynam, M. (2020). Approximate inverse limits and (m,n)-dimensions: Approximate inverse limits and (m,n)-dimensions [Elektronička građa]. Glasnik matematički (Online), p. 5.
Chicago stil citiranjaLynam, Matthew. "Approximate inverse limits and (m,n)-dimensions: Approximate inverse limits and (m,n)-dimensions [Elektronička građa]." 2020: 5.
MLA stil citiranjaLynam, Matthew. "Approximate inverse limits and (m,n)-dimensions: Approximate inverse limits and (m,n)-dimensions [Elektronička građa]." 2020: 5.