Izvorni znanstveni članak
Classifications coarser than shape
APA 6th Edition
Uglešić, N. (2008). Classifications coarser than shape. Mathematical Communications, 13 (2), 193-213. Preuzeto s https://hrcak.srce.hr/30886
MLA 8th Edition
Uglešić, Nikica. "Classifications coarser than shape." Mathematical Communications, vol. 13, br. 2, 2008, str. 193-213. https://hrcak.srce.hr/30886. Citirano 26.06.2022.
Chicago 17th Edition
Uglešić, Nikica. "Classifications coarser than shape." Mathematical Communications 13, br. 2 (2008): 193-213. https://hrcak.srce.hr/30886
Uglešić, N. (2008). 'Classifications coarser than shape', Mathematical Communications, 13(2), str. 193-213. Preuzeto s: https://hrcak.srce.hr/30886 (Datum pristupa: 26.06.2022.)
Uglešić N. Classifications coarser than shape. Mathematical Communications [Internet]. 2008 [pristupljeno 26.06.2022.];13(2):193-213. Dostupno na: https://hrcak.srce.hr/30886
N. Uglešić, "Classifications coarser than shape", Mathematical Communications, vol.13, br. 2, str. 193-213, 2008. [Online]. Dostupno na: https://hrcak.srce.hr/30886. [Citirano: 26.06.2022.]
About thirty years ago, in the time of an intensive study of the shape
theory, several classifications of metric compacta coarser than shape were introduced. Two of them have been of a special interest: The
quasi-equivalence (K. Borsuk, 1976) and S-equivalence (S. Mardešić, 1978).
In the last decade a much deeper view into these relations has been
achieved. In attempt to characterize or, at least, describe them in a
category framework on purpose of easier operative studying, several new classifications and new "shape" theories occurred. The most interesting among them are the coarse and weak shape theory. This paper is intended to be an exhaustive survey of new classifications and corresponding theories, their mutual relations and the most important results.
Posjeta: 695 *