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Creation of Locally Compact Topological Space with Calculations
Elena Kotevska and Sonja Chalamani
The Faculty of Technical Sciences at the University st. Kliment Ohridski 7000 Bitola Republic of Macedonia
Abstract: In this paper, we have demonstrated a way to define groups of cohomologies. We have used illustrations to explain the local compact topological space. We have constructed and also provided correct calculations. We further explained the necessary properties and examined them in detail.
Keywords: Topological Space,Compact Set, p-Measurable Function, p-Measurable Coboundary, Group of Cohomologies Creation of Locally Compact Topological Space with Calculations
DOI:https://doi.org/10.6025/jitr/2023/14/3/57-62
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References:

[1] Kotevska, E. & Calamani, S. “On some properties of groups of pcochains”,International Scientific Journal HORIZONS Series B (2016), p. 7–15.
[2] Kotevska, E. “Cohomologies on a Locally Compact Topological Spaces”, university St. Cyril and Methodius. Faculty of Natural Sciences, Institute of Mathematics (1996).
[3] McLane, S. (1963). Homology. Springer Verlag: Berlin.
[4] Massey, W. Homology and Cohomology Theory. An Approach Based on Alexander-Spanier Cochains, M. Dekker (1978).
[5] Neisendorfer, J. Primary homotopy theory, Mem. A.M.S., 232.
[6] Notbohm, D. (1999) Spaces with polynomialmod–p cohomology. Mathematical Proceedings of the Cambridge Philosophical Society.


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