[1] Alexandroff, P.: Diskrete Räume. Mat. Sb. (N.S.) 2 (1937), 501-518.
[2] Birkhoff, G.:
Lattice Theory. American Mathematical Society, New York 1948.
Zbl 0537.06001
[3] Chen, X.: Cores of Alexandroff spaces.
[4] Çaylı, G. D., Ertuğrul, Ü., Köroğlu, T., Karaçal, F.:
Notes on locally internal uninorm on bounded lattices. Kybernetika 53 (2017), 911-921.
DOI
[5] Dahane, I., Lazaar, S., Richmond, T., Turki, T.:
On resolvable primal spaces. Quaestiones Mathematicae (2018), 15-35.
DOI
[6] Dixmier, J.: General Topology. Springer-Verlag, 1984.
[7] Echi, O.: Quasi-homeomorphisms, Goldspectral spaces and Jacspectral spaces. Boll Unione Mat. Ital. Sez. B Artic. Ric. Mat. 8 (2003), 489-507.
[8] Echi, O.:
The category of flows of Set and Top. Topol. Appl. 159 (2012), 2357-2366.
DOI
[9] Ertuğrul, Ü., Kesicioğlu, M. N., Karaçal, F.:
Ordering based on uninorms. Inform. Sci. 330 (2016), 315-327.
DOI
[10] Ertuğrul, Ü., Karaçal, F., Mesiar, R.:
Modified ordinal sums of triangular norms and triangular conorms on bounded lattices. Int. J. Intell. Systems 30 (2015), 807-817.
DOI
[12] Grabisch, M., Marichal, J.-L., Mesiar, R., Pap, E.:
Aggregation Functions. Cambridge University Press, 2009.
MR 2538324 |
Zbl 1206.68299
[13] Karaçal, F., Köroğlu, T.: An Alexandroff Topology Obtained from Uninorms. Submitted (2019).
[14] Karaçal, F., Mesiar, R.:
Uninorms on bounded lattices. Fuzzy Sets and Systems 261 (2015), 33-43.
DOI
[15] Katsevich, A., Mikusiński, P.: Order of spaces of pseudoquotients. Top. Proc. 44 (2014), 21-31.
[16] Kelley, J. L.: General Topology. Springer, New York 1975.
[17] Kesicioğlu, M. N., Ertuğrul, Ü., Karaçal, F.:
Some notes on U-partial order. Kybernetika 55 (2019), 3, 518-530.
DOI
[18] Lai, H., Zhang, D.:
Fuzzy preorder and fuzzy topology. Fuzzy Sets Systems 157 (2006), 14, 1865-1885.
DOI
[19] Lazaar, S., Richmond, T., Houssem, S.:
The autohomeomorphism group of connected homogeneous functionally Alexandroff spaces. Comm. Algebra (2019).
DOI
[20] Lazaar, S., Richmond, T., Turki, T.:
Maps generating the same primal space. Quaest. Math. 40 (2017), 17-28.
DOI
[21] Ma, Z., Wu, W. M.:
Logical operators on complete lattices. Information Sciences 55 (1991), 77-97.
DOI |
Zbl 0741.03010
[23] Walden, P.: Effective topology from spacetime tomography. J. Physics: Conference Series 68 (2007), 12-28.
[24] Yager, R. R., Rybalov, A.:
Uninorm aggregation operators. Fuzzy Sets Systems 80 (1996), 111-120.
DOI |
Zbl 0871.04007
[25] Zhang, H.-P., Pérez.-Fernández, R., Baets, B. De:
Topologies induced by the representatiton of a betweenness relation as a family of order relations. Topol. Appl. 258 (2019), 100-114.
DOI