scientific article
From MaRDI portal
Publication:2702344
zbMath0968.54003MaRDI QIDQ2702344
Publication date: 28 June 2001
Title: zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Related Items
Enriched categories and many-valued preorders: categorical, semantical, and topological perspectives, Fundamental duality of abstract categories and its applications, Lattice-valued bornological systems, Lattice-valued preordered sets as lattice-valued topological systems, The category of stratified \(L\)-filter spaces, Fuzzy \(S\)-irresolute mappings, Transporting many-valued sets along many-valued relations, Category theoretic aspects of chain-valued frames. I: Categorical and presheaf theoretic foundations, Category theoretic aspects of chain-valued frames. II: Applications to lattice-valued topology, Uniform environments as a general framework for metrics and uniformities, Complete \(\xi \)-grills and \((L,n)\)-merotopies, On many-valued stratified \(L\)-fuzzy convergence spaces, On the category of fixed basis frame valued topological groups, Sobriety and spatiality in varieties of algebras, One-point compactifications of ditopological texture spaces, Fuzzifying topological linear spaces, \(I\)-\textbf{FTOP} is isomorphic to \(I\)-\textbf{FQN} and \(I\)-\textbf{AITOP}, Lattice-valued induced fuzzy topological spaces, Dependencies in relational models of databases, Images and preimages of \(L\)-filterbases, Extension of Shi's quasi-uniformities in a Kubiak-Šostak sense, Linear operators in fuzzifying topological linear spaces, A Wallman-type compactification of texture spaces, Topological representation and quantic separation axioms of semi-quantales, Lattice-valued topological systems as a framework for lattice-valued formal concept analysis, An enriched category approach to many valued topology, On a generalization of Goguen's category \({\mathcal S}et(L)\), Generalized quasi-proximities, \(L\)-contiguities and their order structure, Completely continuous functions and \(R\)-map in fuzzifying topological space, A unifying study between modal-like operators, topologies and fuzzy sets, Textures and \(C\)-spaces, Topological systems as a framework for institutions, Categories of relations for variable-basis fuzziness, Weakly induced modifications of \(I\)-fuzzy topologies, Lattice-valued soft algebras., Ideal-valued topological structures, Overview and comparison of localic and fixed-basis topological products, Towards the theory of \(\mathbb M\)-approximate systems: Fundamentals and examples, Relationships between \(L\)-ordered convergence structures and strong \(L\)-topologies, Hypergraph functor and attachment, On limits and colimits of variety-based topological systems, On a generalization of the concept of state property system, A survey of fuzzifications of frames, the Papert-Papert-Isbell adjunction and sobriety, Lowen LM-fuzzy topological spaces, The order-theoretic duality and relations between partial metrics and local equalities, Interweaving algebra and topology: lattice-valued topological systems, Categorical foundations of variety-based topology and topological systems, \(\alpha \)-irresoluteness and \(\alpha \)-compactness based on continuous valued logic, Fuzzy topological properties and hereditariness., On probability domains. II, Relationship of algebraic theories to powerset theories and fuzzy topological theories for lattice-valued mathematics, Sobriety and localic compactness in categories of \(L\)-bitopological spaces, On \(I\)-fuzzy topologies derived from a decreasing family of \(I\)-topologies., A short note on canonical topologies on the real line., A fuzzy regression model based on finite fuzzy numbers and its application to real-world financial data, On the category of lattice-valued bornological vector spaces, Strongly pre-irresoluteness and weakly pre-irresoluteness based on continuous valued logic, Connectedness degrees in \(L\)-fuzzy topological spaces, An approach to fuzzy frames via fuzzy posets, Composite variety-based topological theories, Lattice-valued semiuniform convergence spaces, Sobriety and spatiality in categories of lattice-valued algebras, On fuzzy pseudo-metric spaces, Interior and closure operators on texture spaces. I: Basic concepts and Čech closure operators, Pointed semi-quantales and lattice-valued topological spaces, \(L\)-fuzzy closure systems, Necessity of non-stratified and anti-stratified spaces in lattice-valued topology, From quantale algebroids to topological spaces: fixed- and variable-basis approaches, \(L\)-topological spaces as spaces of points, Fuzzy algebras as a framework for fuzzy topology, Generalized fuzzy topology versus non-commutative topology, On \(L\)-fuzzy topological spaces, A note on regular semiopen \(L\)-sets and \(S^*\)-closed spaces, Convergence in \(\mathbb{I}\)-fuzzy topological spaces, Locally \(\alpha\)-compact spaces based on continuous valued logic, Structured lattices and topological categories of \(L\)-sets, Relationship of algebraic theories to powersets over objects in \(\mathbf {Set}\) and \(\mathbf {Set}\times C\), Stratified \(L\)-ordered convergence structures, Fuzzy points and attachment, Variable-basis topological systems versus variable-basis topological spaces, A new representation of \(\alpha\)-openness, \(\alpha\)-continuity, \(\alpha\)-irresoluteness, and \(\alpha\)-compactness in \(L\)-fuzzy pretopological spaces, Stratified categorical fixed-basis fuzzy topological spaces and their duality, On \((L, M)\)-double fuzzy filter spaces, Categorical study for algebras of Fitting's lattice-valued logic and lattice-valued modal logic, Degree of \((L, M)\)-fuzzy semi-precontinuous and \((L, M)\)-fuzzy semi-preirresolute functions, \(L\)-fuzzy interiors and \(L\)-fuzzy closures, Analogizing Hutton's quasi-uniformities for complete lattices and extending Shi's quasi-uniformities to closed set lattices, On ordered categories as a framework for fuzzification of algebraic and topological structures, Initial \(L\)-fuzzy closure spaces, Fuzzy \(T\)-neighbourhood spaces. III: \(T\)-separation axioms, Local connectedness in \(L\)-topological spaces, Generalized Lowen functors, A negative answer to T. Kubiak's question, Some remarks on fuzzy powerset operators, \(L\)-fuzzy syntopogenous structures. I: Fundamentals and application to \(L\)-fuzzy topologies, \(L\)-fuzzy proximities and \(L\)-fuzzy uniformities, On fuzzification of topological categories, Order-theoretic, topological, categorical redundancies of interval-valued sets, grey sets, vague sets, interval-valued ``intuitionistic sets, ``intuitionistic fuzzy sets and topologies, On the category \(\mathcal {S}et(\mathcal {JCP}os)\), On intuitionistic gradation of openness, Weak hyper semi-quantales and weak hypervalued topological spaces, Lattice-valued fuzzy frames, Generated \(I\)-fuzzy topological spaces, \(L\)-topological meet theorems, Fuzzification of strongly and locally strongly compact spaces, A categorical approach to graded fuzzy topological system and fuzzy geometric logic with graded consequence, Sierpinski object for affine systems, Categorical foundations of variety-based bornology, A family of fuzzy distance measures of fuzzy numbers, On a topological universe of \(L\)-bornological spaces, Preopenness degree in \(RL\)-fuzzy bitopological spaces, Many valued topologies on L-sets, Sierpinski object for composite affine spaces, \(L\)-fuzzy interior systems, Unnamed Item, Category-theoretic fuzzy topological spaces and their dualities, Categorically algebraic topology versus universal topology, \(I\)-fuzzy Alexandrov topologies and specialization orders, The category of pointwise S-proximity spaces, Galois connections between categories of \(L\)-topological spaces, Sums of \(L\)-fuzzy topological spaces, On separation axioms in \(I\)-fuzzy topological spaces, Categories isomorphic to the Kubiak-Šostak extension of TML., On the Lattice of Stratified Principal L-topologies, ENRICHED LATTICE-VALUED TOPOLOGICAL GROUPS, Extended-order algebras as a generalization of posets, Stratified L-ordered filter spaces, Degrees of separation properties in stratified L-generalized convergence spaces using residual implication