Convergence and quantale-enriched categories

مراجع و منابع این مقاله:

• Adámek, J., Herrlich, H., and Strecker, G.E., “Abstract and Concrete ...
• Alexandroff, P., Diskrete Räume, Recueil Mathématique. Nouvelle Série ۲ (۱۹۳۷),۵۰۱-۵۱۹ ...
• Banaschewski, B., Lowen, R., and Van Olmen, C., Sober approach ...
• Barr, M., Relational algebras, in S. MacLane et al. (eds), ...
• Bénabou, J., Distributors at work, Lecture notes written by Thomas ...
• Birkhoff, G., Moore–Smith convergence in general topology, Ann. of Math. ...
• Bonsangue, M.M., van Breugel, F., and Rutten, J., Generalized metric ...
• Bourbaki, N., “Éléments de Mathématique. ۳. Pt. ۱: Les structures ...
• Cartan, H., Filtres et ultrafiltres, Comptes Rendus Hebdomadaires des Séances ...
• Cartan, H., Théorie des filtres, Comptes Rendus Hebdomadaires des Séances ...
• Chai, Y.M., A note on the probabilistic quasi-metric spaces, J. ...
• Chikhladze, D., Clementino, M.M., and Hofmann, D., Representable (T; V)-categories, ...
• Clark, P.L., Convergence (۲۰۱۳), ۲۹ pages (available at http://math.uga.edu/~pete/convergence.pdf) ...
• Clementino, M.M. and Hofmann, D., Topological features of lax algebras,Appl. ...
• Clementino, M.M. and Hofmann, D., The Rise and Fall of ...
• Cook, C.H. and Fischer, H.R., Regular convergence spaces, Math. Ann. ...
• Cornish, W.H., On H. Priestley’s dual of the category of ...
• Flagg, R.C., Completeness in continuity spaces, Seely, R.A.G. (ed.), Category ...
• Flagg, R.C., Quantales and continuity spaces, Algebra Universalis ۳۷(۳) (۱۹۹۷), ...
• Flagg, R.C., Sünderhauf, P., and Wagner, K., A logical approach ...
• Fleisher, I., Priestley’s duality from Stone’s., Adv. in Appl. Math. ...
• Fréchet, M.R., Généralisation d’un théorème de Weierstrass, Comptes Rendus Hebdomadairesdes ...
• Fréchet, M.R., Sur quelques points du calcul fonctionnel, Rend. Circ. ...
• Gierz, G., Hofmann, K.H., Keimel, K., Lawson, J.D., Mislove, M.W., ...
• Gierz, G., Hofmann, K.H., Keimel, K., Lawson, J.D., Mislove, M.W., ...
• Grimeisen, G., Gefilterte summation von filtern und iterierte grenzprozesse I, ...
• Grimeisen, G., Gefilterte summation von filtern und iterierte grenzprozesse II, ...
• Hausdorff, F., “Grundzüge der Mengenlehre”, Leipzig Verlag von Veit & ...
• Hausdorff, F., “Grundzüge der Mengenlehre”, Chelsea Publishing, ۱۹۶۵ (reprint offirst ...
• Hermida, C., Representable multicategories, Adv. Math. ۱۵۱(۲) (۲۰۰۰), ۱۶۴-۲۲۵ ...
• Hermida, C., From coherent structures to universal properties, J. Pure ...
• Hochster, M., Prime ideal structure in commutative rings, Trans. Amer. ...
• Hofmann, D., An algebraic description of regular epimorphisms in topology, ...
• Hofmann, D., Topological theories and closed objects, Adv. Math. ۲۱۵(۲) ...
• Hofmann, D., Duality for distributive spaces, Theory Appl. Categ. ۲۸(۳) ...
• Hofmann, D., The enriched Vietoris monad on representable spaces, J. ...
• Hofmann, D. and Reis, C.D., Probabilistic metric spaces as enriched ...
• Hofmann, D., Seal, G.J., and Tholen, W. (eds.), “Monoidal Topology. ...
• Hofmann, D. and Stubbe, I., Towards Stone duality for topological ...
• Hofmann, D. and Tholen, W., Lawvere completion and separation via ...
• Hofmann, D. and Waszkiewicz, P., A duality of quantale-enriched categories, ...
• Johnstone, P.T., “Stone spaces”, Cambridge Studies in Advanced Mathematics ۳,Cambridge ...
• Kelly, G.M. and Schmitt, V., Notes on enriched categories with ...
• Lai, H. and Tholen, W., Quantale-valued approach spaces via closure ...
• Lawson, J., Stably compact spaces, Math. Structures Comput. Sci. ۲۱(۱) ...
• Lawvere, F.W., Metric spaces, generalized logic, and closed categories, Rendicontidel ...
• Li, W. and Zhang, D., Sober metric approach spaces, Tech. ...
• Lowen, R., Approach spaces: a common supercategory of TOP and ...
• Lowen, R., “Approach spaces: The missing link in the topology-uniformity-metrictriad”, ...
• MacDonald, J. and Sobral, M., Aspects of Monads, In: Pedicchio, ...
• Manes, E.G., A triple theoretic construction of compact algebras, In: ...
• Menger, K., Statistical metrics, Proc. Natl. Acad. Sci. ۲۸ (۱۹۴۲), ...
• Moore, E.H., Definition of limit in general integral analysis, Nat. ...
• Moore, E.H. and Smith, H.L., A General Theory of Limits, ...
• Nachbin, L., “Topologia e Ordem”, University of Chicago Press, ۱۹۵۰.Convergence ...
• Priestley, H.A., Representation of distributive lattices by means of ordered ...
• Priestley, H.A., Ordered topological spaces and the representation of distributive ...
• Pumplün, D., Eine Bemerkung über Monaden und adjungierte Funktoren, Math.Ann. ...
• Raney, G.N., Completely distributive complete lattices, Proc. Amer. Math. Soc. ...
• Rosenthal, K.I., “The Theory of Quantaloids”, CRC Press, ۱۹۹۶ ...
• Rutten, J., Elements of generalized ultrametric domain theory, Theoret. Comput.Sci. ...
• Schweizer, B. and Sklar, A., “Probabilistic metric spaces”, North-Holland Series ...
• Scott, D., Continuous lattices, In: Lawvere F.W. (eds) Toposes, Algebraic ...
• Smyth, M.B., Quasi-uniformities: Reconciling domains with metric spaces, In: MainM., ...
• Stone, M.H., Topological representations of distributive lattices and Brouwerianlogics, Casopis ...
• Stubbe, I., An introduction to quantaloid-enriched categories, Fuzzy Sets and ...
• Tholen, W., Ordered topological structures, Topology Appl. ۱۵۶(۱۲) (۲۰۰۹), ۲۱۴۸-۲۱۵۷ ...
• Van Olmen, C., “A study of the interaction between frame ...
• Vickers, S., Localic completion of generalized metric spaces I, Theory ...
• Wagner, K.R., Liminf convergence in !-categories, Theoret. Comput. Sci. ۱۸۴(۱-۲)(۱۹۹۷), ...
• Waszkiewicz, P., On domain theory over Girard quantales, Fundamenta Informaticæ۹۲(۱-۲) ...
• Wood, R.J., Ordered sets via adjunction, In: Pedicchio, M.C. and ...
• Wyler, O., Convergence axioms for topology, Ann. New York Acad. ...
• Yetter, D.N., Quantales and (noncommutative) linear logic, J. Symbolic Logic ...
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