Fuzzy hyperconnected proximity spaces and fuzzy summability over CW complexes. Application of Smirnov fuzzy similarity in video analysis

Author:

Ahmad M. Z.,Peters J. F.

Publisher

Springer Science and Business Media LLC

Subject

Geometry and Topology,Theoretical Computer Science,Software

Reference13 articles.

1. Ahmad M, Peters J (2018) Maximal centroidal vortices in triangulations. A descriptive proximity framework in analyzing object shapes. Theory Appl Math Comput Sci 8(1):39–59

2. Alexandroff P, Hopf H (1935) Topologie. Band I. Springer, Berlin. Zbl 13, 79

3. reprinted Chelsea Publishing Co., Bronx, N. Y., 1972. iii+637 pp

4. C̆ech E (1966) Topological Spaces. John Wiley & Sons Ltd., London. Fr seminar, Brno, 1936-1939; rev. ed. Z. Frolik, M. Katĕtov

5. Di Concilio D, Guadagni C, Peters J, Ramanna S (2018) Descriptive proximities. Properties and interplay between classical proximities and overlap. Math Comput Sci 12(1):91–106

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