z-congruences and topologies on $$C^+(X)$$

Author:

Biswas Pronay,Bag Sagarmoy,Sardar Sujit Kumar

Funder

Joint UGC-CSIR Fellowship

Publisher

Springer Science and Business Media LLC

Reference19 articles.

1. Gillman, L., Jerison, M.: Rings of Continuous Functions. Springer, London (1976)

2. Acharyya, S.K., Chattopadhayay, K.C., Ray, G.G.: Hemirings, congruences and the Stone–Čech compactification. Simon Stevin. 67, 21–35 (1993)

3. Acharyya, S.K., Chattopadhayay, K.C., Ray, G.G.: Hemirings, congruences and the Hewitt realcompactification. Bull. Belg. Math. Soc. Simon Stevin. 2(1), 47–58 (1995)

4. Vechtomov, E.M., Sidorov, V.V., Vasilievich, M.A.: Semirigns of continuous functions. J. Math. Sci. 237(2), 191–244 (2019)

5. Biswas P., Bag S., Sardar S.K.: Some new class of ideals in semirings and their applications. communicated (2023)

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