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ORCIDFuzzy Sets and Systems, Volume 444
Volume 444, September 2022
Foundations
- Ulrich Höhle:
On the mathematical foundations of fuzzy set theory. 1-9
- Chengyu Liang
:
Regularity and normality of (L, M)-fuzzy topological spaces using residual implication. 10-29 - Dexue Zhang, Gao Zhang:
Sober topological spaces valued in a quantale. 30-48 - Junche Yu, Dexue Zhang:
Continuous [0, 1]-lattices and injective [0, 1]-approach spaces. 49-78 - Derek S. Cook, Ittay Weiss:
Diagrams of quantales and Lipschitz norms. 79-102 - Javier Gutiérrez García, Ulrich Höhle, Tomasz Kubiak:
A theory of quantale-enriched dcpos and their topologization. 103-130
- Tudor Bînzar:
Almost strongly fuzzy bounded operators with applications to fuzzy spectral theory. 131-143 - Valentín Gregori, Juan-José Miñana, Bernardino Roig, Almanzor Sapena:
A characterization of p-complete fuzzy metric spaces. 144-155 - Yeong Chyuan Chung:
Property A and coarse embeddability for fuzzy metric spaces. 156-171
- Cristina Stamate, Anca Croitoru:
Aumann-Pettis-Sugeno integral of vector multifunctions relative to a fuzzy vector measure. 172-181 - Pedro Miranda, Pedro García-Segador:
Pointed order polytopes: Studying geometrical aspects of the polytope of bi-capacities. 182-205 - Roberto Beneduci, Tommaso Gentile:
Fuzzy observables and the universal family of fuzzy events. 206-221 - Tingsu Yan, Yao Ouyang, Jun Li:
A note on the tau-additive measures. 222-226 - József Dombi, Tamás Jónás:
Corrigendum to "The tau-additive measure and its connection with the lambda-additive measure" [Fuzzy Sets Syst. 430 (2022) 19-35]. 227-231
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