A

ACUNA-ORTEGA O., Finite objects and extensional relations, XXVIII, 173.

ADAMEK J., A farewell to Evelyn NELSON, XXIX, 171.

ADAMEK J., A farewell to Jan REITERMAN, XXXIV, 162.

ADAMEK, Cf. HEBERT.

ADAMEK, EHRESMANN, GRAN, JANELIDZE G. & KIEBOOM, Foreword (for Borceux), L-3, 163.

ADAMEK J. & HEBERT, On quasi-equations in locally presentable categories, L-4, 273.

ADAMEK J., HERRLICH H. & ROSICKY, Essentially equational categories, XXIX, 175.

ADAMEK J., HERRLICH, H., ROSICKY, J. & THOLEN, W., On a generalized small-object argument for the injective subcategory problem, XLIII, 83.

ADAMEK J., HERRLICH H. & STRECKER G.E., The structure of initial completions, XX-4, 333.

ADAMEK J. & KOUBEK V., Cartesian clased concrete categories, XXIV-1, 3.

ADAMEK J. & KOUBEK V., Completions of cancrete categories, XXII-2, 209.

ADAMEK J. & PEDICCHIO, A remark on topological spaces, grids and topological systems, XXXVIII, 217.

ADAMEK J. & ROSICKY, Weakly locally presentable categories, XXXV, 179.

ADAMS & van der ZYPEN, Representable posets and their order components, XLV, 179.

AGERON P., Effective taxonomies and crossed taxonomies, XXXVII, 82.

AGERON P., La tour holomorphe d'une esquisse, XXXVII, 295.

AGERON P., Quelques aspects de la dualité entre Logique et Topologie, XXXIII, 195.

AGERON P., Esquisses inductives et presque inductives, XLII, 229.

AKHAR-ZADEH H., Une généralisatian de la géométrie finslérienne,VI.

AKUESON P., Géométrie de l'espace tangent sur l'hyperboloïde quantique, XLII, 2.

ALBERT C., Feuilletages invariants et pseudoalgèbres de Lie, XIII-3, 309..

ALDERTON, SCHARWZ & WECK-SCHWARZ, On the construction of the extensional topological hull, XXXV, 165.

ALVAREZ & VILABOA, Inner actions and Galois H-objects in an asymmetric closed category, XXXV, 85.

ALVAREZ & VILABOA, On Galois H-objects and invertible H*-modules, XLI, 75.

ALVAREZ, VILABOA, RODRIGUEZ & NOVOA, About the naturality of Beattie's Decomposition Theorem with respect to a change of Hopf algebras, XLIII, 2.

ANDREOTTI A. & VESENTINI E., Les théorémes fondamentaux de la théorie des espaces holomorphiquement complets, IV.

ANTOINE P., Conditions pour un minimum local d'une fonctian différentiable, XX-2, 109.

ANTOINE P., Notion de compacité et de quasi-topologie, XIV-3, 291.

APPELGATE H. & TIERNEY M., Model induced adjoint functors, XI-1,1.

ATTAL R., Combinatorial stacks and the four-color Theorem, XLVII, 29.

AUDERSET C., Adjonctions et monades au niveau des 2-catégories, XV-1, 3.

AYALA R., Une présentation axiomatique des théories de cobordisme sur les polyèdres euclidiens, XXVIII, 57.

AYALA R. & DOMINGUEZ & QUINTERO, Approximation axiomatique à la théorie du cobordisme, XXX, 189.

______________________________________________________________________

B

 

BA B., Structures presque complexes, structures conformes et dérivations, VIII.

BAHAMONDE, Partially-additive monoids, XXVI, 221.

BAHAMONDE & GONZALEZ RODRIGUEZ, The topology of partially-additive monoids, XXXI, 13.

BALL N. & PULTR, A., Forbidden forests in Priestley spaces, XLV, 2.

BANASCHEWSKI B. & PULTR, Booleanization, XXXVII, 41.

BANASCHEWSKI B., On certain localic nuclei, XXXV, 227.

BANASCHEWSKI B., Projective frames: a general view, XLVI, 301.

BARGENDA H.W., (E,M)-functors and M-universal initial completions, XXXI, 183.

BARJA J.-M., Sur les objets profinis et progénérateurs dans les catégories fermées, XXII-3, 239.

BARJA & RODRIGUEZ, Homology groups Hn(-) and 8-term exact sequences, XXXI, 91.

BARKHUDARYAN, EL BASHIR & TRNKOVÁ, Endofunctors of Set and cardinalities, XLIV, 217.

BARKHUDARYAN, KOUBEK &TRNKOVA, Structural properties of endofunctors, XLVII, 242.

BARR M., A closed category of reflexive topological abelian groups, XVIII-3, 221.

BARR M., Building closed categories, XIX-2, 115.

BARR M., Closed categories and Banach spaces, XVII-4, 335.

BARR M., Closed categories and topological vector spaces, XVII-3, 223.

BARR M., Duality of Banach spaces, XVII-1, 15.

BARR M., Duality of vector spaces, XVII-1, 3.

BARR M., Models of sketches, XXVII, 93.

BARR M., The point of the empty set, XIII-4, 357.

BARR, M., On *-autonomous categories of topological vector spaces, XLI, 243.

BARR M. & DIACONESCU R., On locally simply connected toposes and their fundamental groups, XXII-3, 301.

BARR & KLEISLI, Topological balls, XL, 3.

BARR & KLEISLI, Topological balls, XL 3 (and Correction in XLII, 1).

BARR & PEDICCHIO, Topop is a quasi-variety, XXXVI, 3.

BARTHELEMY J.-P., Sur la réfutabilité, XV-1, 21.

BASTIANI (-EHRESMANN) A., Cf. EHRESMANN A.

BASTIANI(-EHRESMANN) A., Polyèdres convexes dans les espaces vectoriels topologiques, I.

BASTIANI (-EHRESMANN) A. & EHRESMANN C., Catégories de foncteurs structurés, Xl-3, 329.

BASTIANI (-EHRESMANN) A. & EHRESMANN C., Categories of sketched structures, XIll-2, 105.

BASTIANI (-EHRESMANN) A. & EHRESMANN C., Multiple functors I, XV-3, 215.

BATANIN M.A., Categorical strong shape theory, XXXVIII, 3.

BATANIN M.A., Coherent categories with respect to monads and coherent pro-homotopy theory, XXXIV, 279.

BAUER F.W., Homology functors on shape categories, XXI-4, 427.

BAUER F.W., Some relations between shape constructions, XIX-4, 337.

BAUMGARTNER K., Structure of additive categories, XVI-2, 169.

BEDNARZ N., Noyaux d'espèces de structrues. Applications covariantes topologiques, XI-4, 387.

BENABOU J., Structures algébriques dans les catégories, X-1, 1.

BENABOU J., Treillis locaux et paratopologies, I.

BENTLEY & LOWEN-COLEBUNDERS, The cartesian closed topological hull of the category of completely regular filterspaces, XXXIII, 361 ; XXXIV, 157."

BENZECRI J.-P., Variétés localement affines, II.

BENZECRI-LEROY F., Classification des sections méromorphes des espaces fibrés projectifs, IV.

BERNI-CANANI, Cf. MOENS.

BERQUIER F., Sur la notion d'application différentiable, XIV-3, 329.

BERSTEIN I. & HILTON P., Homomorphisms of homotopy structures, V.

BETTI R., Cech methods and the Adjoint Functor Theorem, XXVI, 245.

BETTI R., Shape theory in a bicategory, XXV-1, 4.

BETTI R. & CARBONI A., Cauchy-completion and the associated sheaf, XXIII-3, 243.

BETTI R. & CARBONI A., Notion of topology for bicategories, XXIV-1,19.

BETTI R. & GRANDIS, Complete theories in 2-categories, XXIX, 9.

BICHON J., Trivialisations dans les catégories tannakiennes, XXXIX, 243.

BLANC D., Colimits for the pro-category of towers of simplicial sets, XXXVII, 258.

BLANC G. & DONADDIEU M.R., Axiomatisation de la catégorie des catégories, XVII-2, 135.

BONAN E., G-structures de type quaternionnien, IX-4, 389.

BONAN E., Sur les sélections injectives de type fini, XXVII, 147.

BOOTH P.I., Fibrations and classifying spaces: an axiomatic approach I & II, XXXIX, 83 & 181.

BOOTH P.I., Local to global properties in the theory of fibrations, XXXIV, 127.

BOOTH P.I., n the geometric bar construction and the Brown representability Theorem, XXXIX, 271.

BOOTH, P., Fibrations and classifying spaces: overview and the classical examples, XLI, 162.

BORCEUX, F., Biographie de René LAVENDHOMME, XLIV, 242.

BORCEUX F., Complétion universelle des catégories, XIII-4, 369.

BORCEUX F., Algebraic localizations and elementary topos, XXI-4, 393.

BORCEUX F., Limites enrichies et existence de V-foncteurs adjoints, XVI, 395.

BORCEUX F.,When is Omega a cogenerator in a topos?, XVI-1, 3.

BORCEUX F., Cf. MOENS.

BORCEUX & CRUCIANI, Sheaves on a quantale, XXXIV, 209.

BORCEUX & CRUCIANI, Skew W-sets coincide with W-sets, XXXIX, 205.

BORCEUX & DEJEAN, Cauchy completion in category theory, XXVII, 133.

BORCEUX, JUNG, ROSICKY & SOUSA, Foreword (for Adamek), XLIX-3, 163.

BORCEUX & PEDDICCHIO, On primeness and maximality of filters, XXX, 167.

BORCEUX & QUINTERO, A theory of enriched sheaves, XXXVII, 145.

BORCEUX & ROSICKY, On filtered weighted colimits of presheaves, XLIX-4, 243.

BORCEUX & Van den BOSSCHE, Structure des topologies d'un topos, XXV-1, 37.

BÖRGER & KEMPER, There is no cogenerator for totally convex spaces, XXXV, 335.

BÖRGER & KEMPER, Infinitary linear combinations in reduced cotorsion modules, L-3, 189.

BÖRGER & THOLEN, Strong, regular and dense generators, XXXII, 257.

BÖRGER & THOLEN W., Remarks on topologically algebraic functors, XX-2, 155.

BOSCH J. & SAGASTUME M., Catégories de variétés abstraites, XIX-4, 369.

BOULEAU N., Une structure uniforme sur un espace F(C, F), XI-2, 207.

BOURDAUD G., Espaces d'Antoine et semi-espaces d'Antoine, XVI-2, 107.

BOURDAUD G., Sur le théorème de complétion de Buchwalter-Pupier, XVII-3, 327.

BOURN D., A right exactness property for internal categories, XXIX, 109.

BOURN D., Baer sums and fibered aspects of Malc'ev operations, XL, 297.

BOURN D., La tour des fibrations exactes des n-catégories, XXV-4, 327.

BOURN D., Natural anadeses and catadeses, XIV-4, 371.

BOURN D., Note on a submonadicity, XXXIII, 199.

BOURN D., The shift functor and the comprehensive factorization for internal group-oids, XXVIII, 1977.

BOURN D., Triples p-structurés, XIII-4, 327. XIII-3, 265.

BOURN D., Une autre propriété universelle pour le champ associé, XXI-4, 403.

BOURN D., The Mal'tsev operation on extensions, XLIX-3, 176.

 

BOURN D., Baer sums and fibered aspects of Malc'ev operations, XL, 297.

BOURN D. & CORDIER J.-M., Distributeurs et théorie de la forme, XXI-2, 161.

BOURN D. & JANELIDZE G., Centralizers in action accesible categories, L-3, 211.

 

BOURN & PENON, Catégorification de structures définies par monade cartésienne, XLVI, 2.

BOURN & RODELO, Cohomology without projectives, XLVIII, 104.

BOWSHELL R.A., Abstract velocity functors, XII-1, 57.

BOZAPALIDES S., Sur les quasi-limites, XVII-3, 235.

BOZAPALIDES S. & FIRARIDES A., Automates et catégories, XXIII-2, 149.

BRIDGES, ISHIHARA, SCHUSTER & VÎTA, Products in the category of apartness spaces, XLVI, 139.

BROWN & GOLASINSKI, A model structure for the homotopy theory of crossed complexes, XXX, 61.

BROWN R. & HIGGINS P.J., The equivalence of infinite-groupoids and crossed complexes, XXII-4, 371.

BROWN. & HIGGINS, The equivalence of omega-groupoids and cubical T-complexes, XXII-4, 349.

BROWN & MUCUK, Foliations, locally Lie groups and holonomy, XXXVII, 61.

BROWN & MUCUK, The monodromy groupoid of a Lie groupoid, XXXVI, 345.

BROWN. & NICKOLAS, Exponential laws for topological categories, groupoids and groups, and mapping spaces of colim, XX-2, 179.

BROWN R. & SPENCER C., Double groupoids and crossed modules, XVII-4, 343.

BRÜMMER, GIULI & HERRLICH, Epireflections which are completions, XXXIII, 71.

BRUNO O.P., Logical opens of exponential objects, XXVI, 311.

BRYLINKSI J.-L., Central extensions and reciprocity laws, XXXVIII, 193.

BULLEJOS, FARO & GARCÍA-MUÑOZ, Homotopy colimits and cohomology with local coefficients, XLIV, 63.

BUNGE M., Internal presheaves toposes, XVIII-3, 291.

BUNGE M., Models of differential algebra in the context of synthetic differential geometry, XXV-3, 221.

BUNGE M., On a synthetic proof of the Ambrose-Palais-Singer Theorem for infinite-simal linear spaces, XXVIII, 127.

BUNGE M., Stack completions and Morita equivalence for categories in a topos, XX-4, 401.

BUNGE M. & DUBUC, Archimedean local C¥-rings and models of SDG, XXVII-3, 3.

BUNGE, FUNK, JIBLADZE & STREICHER, Definable completeness, XLV, 243.

BUNGE M. & PARE R., Stacks and equivalence of indexed categaries, XX-4, 373.

BUNGE M. & SAWYER P., On connections, geodesics and sprays in synthetic differential geometry, XXV-3, 221.

BURRONI A., Algèbres graphiques, XXII-3, 249.

BURRONI A., Récursivité graphique, I : Catégorie des fonctions récursives primitives formelles, XXVII, 49.

BURRONI A., Structures pseudo-algébriques 1e partie, XVI-4, 343.

BURRONI A., T-catégories, XII-3, 215.

BURRONI A. & E., Structures algébriques: Thèmes et Variations, XXXIII, 207.

BURRONI E., Algèbres non déterministiques et D-catégories, XIV-4, 417.

 


C

 

CABELLO J.G., Simplicial groups as models for n-types, XXXVIII, 67.

CAGLIARI F., Disconnectednesses generated by Hausdorff spaces, XXIX, 3.

CAGLIARI & MANTOVANI, Exponentiable embeddings in totally reflective subcat-egories of Top, XXXI, 291.

CAIRNS S.S., Sur la triangulation des variétés, II.

CARBONI A., Bicategories of partial maps, XXVIII, 111.

CARBONI A., Cf. BETTI.

CARBONI & KELLY & WOOD, A 2-categorical approach to change of base and geometric morphisms I, XXXII, 47.

CASALI & MALAGOLI, Handle-decompositions of PL 4-manifolds, XXXVIII, 141.

CASTELLINI G., Closure operators, monomorphisms and epimorphisms in categories of groups, XXVII, 151.

CASTELLINI G., Compact objects, Surjectivity of epimorphisms and compact-ifi-cations, XXXI, 53.

CASTELLINI G., Regular closure operators and compactness, XXXIII, 21.

CASTELLINI & KOSLOWSKI & STRECKER, An approach to a dual of regular closure operators, XXXV, 109. llI, XIX-4, 387 lV, XX-1, 59.

CAVICCHIOLI & HEGENBARTH & SPAGGIARI, Topological properties of high-dimensional handles, XXXIX, 45.

CAVICCHIOLI & GRASSELLI, Minimal atlases of manifolds, XXVI, 389.

CAVICCHIOLI & MESCHIARI, On classification of 4-manifolds according to genus, XXXIV, 37.

CEGARRA & GARZON, Non-abelian cohomology of associative algebras. The 9-term exact sequence, XXX, 295.

CENKL B., On the higher order connections, IX-1, 11.

CENTAZZO, ROSICKY & VITALE, A characterization of locally D-presentable categories, XLV, 141.

CHACRON J., Sous-catégories pleines maximales d'une catégorie, XII-3, 323.

CHACRON J., Structures relationnelles, XI-2, 131.

CHANG S.C., Successive homology operations and their applications, Vlll.

CHARTRELLE M., Complétion des catégories monoïdales fermées, XlV-2, 117.

CHARTRELLE M., Sur la catégorie des applications quasi-continues, Xl-2, 215.

CHEN XIANDONG, Stably closed frame homomorphisms, XXXVII, 123.

CHEN Y.-C., Costacks. The simplicial parallel of sheaf theory, X-4, 449.

CHEN Y.-C., Germs of quasi-continuous functions, XIII-1, 41.

CHEN Y.-C., Some remarks on sheaf cohomology, XI-4, 467.

CHENG E. & MAKKAI M., A note on the Penon definition of n-category, L-2, 83.

CHERENACK, P., Convenient affine algebraic varieties, XXXI, 315.

CHERENACK, P., Framed bicobordism, XXXVI, 291.

CHERENAK P., A cartesian closed extension of a category of affine schemas, XXIII-3, 291. XII-4, 375.

CHERENAK P., Some invariant theory among quasi-projectives, XVII-2, 203.

CHERN S.-S., Sur les métriques riemanniennes compatibles avec une réduction du groupe structural, II.

CHISALA & MAWANDA, Counting measure for Kuratowski finite parts and decidability, XXXII, 345.

CIRLINCIONE L., On a family of varieties not satisfying Stoka's measurability condition, XXIV-2, 145.

CISINSKI D.C., La classe des morphismes de Dwyer n'est pas stable par rétractes, XL, 227.

CISINSKI D.-C.,  La classe des morphismes de Dwyer n'est pas stable par rétractes, XL, 227.

 

CISINSKI D.-C., Le localisateur fondamental minimal, XLV, 109.

CLEMENT F.-H., Systémes dynamiques et fibrations. Concept d'opt-automate, XXIll-2, 193.

COLEBUNDERS & GERLO, Firm relections generated by complete metric spaces, XLVIII-4, 243.

COLLOQUE - Journées TAC de Chantilly 1975, Résumés, XVl-3, 425.

COLLOQUE sur l'Algébre des Catégories (2e), Amiens 1975, Résumés des conférences, XVI-3.

COLLOQUE sur l'Algébre des Catégories (3e), dédié à Charles EHRESMANN, Amiens 1980. (Conférences : XXI - XXIV) II, XXV-4, 353.

COLLOQUE sur l'Algébre des Catégories, Amiens 1973, Résumés des conférences, XIV-2, 153. (Conférences : XIV - XV)

CONDUCHE F., Un moyen d'extension aux catégories dans A des propriétés de la catégorie A, XV-1, 47.

CONTE G., Symmetrizations of categories and categories of relations, XXII-4, 429.

COPPEY L. & DAVAR-PANAH, Décompositions et catégories de relations, XVI-2, 135.

COPPEY L., Paratopologies et feuilletages, X-3, 271.

COPPEY L., Théories algébriques et extensions de préfaisceaux, Xlll-I, 3

COPPEY & LAIR, A la mémoire de Florence CURY, XXXVI, 371.

COQUAND, LOMBARDI & SCHUSTER, The projective spectrum as a distributive lattice, XLVIII, 220.

CORDIER J.-M., Cf. BOURN.

CORDIER J.-M., Comparaison de deux catégories d'homotopie de morphismes cohé-rents, XXX, 257.

CORDIER J.-M., Espaces fonctionnels quasi-uniformes, Xll-2, 113.

CORDIER J.-M., Sur la notion de diagramme homotopiquement cohérent, XXIII-1, 93.

COSTE M. & COSTE-ROY M.F., Le topos étale réel d'un anneau, XII-1, 19.

COSTE M. & MICHON G., Petits et gros topos en géométrie algébrique, XXII-1, 25.

CRANS, S. On braidings, syllepses, and symmetries, XLI, 2 et 156.

CRANE & YETTER, Deformations of (bi)tensor categories, XXXIX, 163.

CRANE & YETTER, Examples of categorification, XXXIX, 3.

CRISTOFORI P., Heegard and regular genus agree for compact 3-manifolds, XXXIX, 221.

CRUCIANI R.S., Cf. BORCEUX.

CRUCIANI R.S., Coherent Euclidean Geometry, XXVI, 91.


D

 

DAMPHOUSSE P., Automates et Langages, XXXIII, 217.

DAMPHOUSSE & GUITART, Liftings of Stone's monadicity to spaces and the duality between the calculi of inverse and direct images, XL, 141.

DAMPHOUSSE & GUITART, Liftings of Stone's monadicity to spaces and the duality between the calculi of inverse and direct images, XL, 141.

DAVAR-PANAH, Cf. COPPEY.

DAVID E., Stone spaces of more partially ordered sets, XL, 233.

DAVID, E., Stone spaces of more partially ordered sets, XL, 233.

DAWSON & PARE, General associativity and general composition for double categories, XXXIV, 57.

DAWSON, PARE & PRONK, Free extensions of double categories, XLV, 35.

DAY B.J., Further criteria for totality, XXVIII, 77.

DAY B.J., Onto Gelfand transformations, XXVIII, 227 & XXX, 345.

DAY B.J., On topological modules and duality, XX-3, 297.

DAY B.J., Varieties of an enriched category, XlX-2, 169.

de BARROS C.M., Espaces infinitésimaux, VII.

de BARROS C.M., Sur les catégories ordonnées régulières, XI-1, 23.

de CARVALHO C., Sur les secondes obstructions, I.

de RHAM G., Factorisation topologique du disque à 5 dimiensions, III.

DEDECKER P., Sur quelques points nouveaux de cohomologie non abélienne, III.

DEJEAN, Cf. BORCEUX.

DELEANU A., On a theorem of Baumslag-Dyer and Heller linking group theory and topology, XXIII-3, 231.

DELEANU A. & FREI A. & HILTON P., Generalized Adams completions, XV-1, 61.

DENNET J.R., Modulo C homotopy, XXIII-4, 389.

DIACANESCU R., Cf. BARR.

DIERS V., Complétion monadique, XVII-4, 363.

DIERS V., Foncteur pleinement fidèle dense classant les algèbres, XVII-2, 171.

DIERS V., Sur les familles monomorphiques régulières de morphismes, XXI-4, 411.

DIERS Y. & LEROY, Catégorie des points d'un espace projectif, XXXV, 2.

DIERS Y., Catégories algébriques prégaloisiennes, XXXII, 279.

DIERS Y., Catégories multialgébriques galoisiennes, XXXIII, 55.

DIERS Y., Codisjoncteurs dans les catégories d'algèbres commutatives, XXVIII, 5.

DIERS Y., The Zariski category of graded commutative rings, XXXIII, 223.

DIKRANIAN & PELANT, Categories of topological spaces with sufficiently many sequentially closed spaces, XXXVIII, 277.

DOLBEAULT-LEMOINE S., Variétés réductibles plongées dans un espace à courbure constante, Il.

DOLD A., Démonstration élémentaire de deux résultats du cobordisme, Il.

DOMINGUEZ, Cf. AYALA.

DONNADIEU M.R., Cf. BLANC.

DOUPOVEC & KOLÁR, On the jets of fibered manifold morphisms, XL, 21. XVIII-3, 249.

DOUPOVEC, M.  & KOLAR, I., On the jets of fibered manifold morphisms, XL, 21.

DUBUC E., Cf. BUNGE.

DUBUC E.J., Open covers and infinitary operations in C¥-rings, XXll-3. 287.

DUBUC E.J., Sur les modèles de la Géométrie Différentielle Synthétique, XX-3, 231.

DUBUC E.J. & PORTA H., La comonade de la Kelleyification convexe, XV-4, 360.

DUBUC & STREET, A construction of 2-filtered bicolimits of categories, XLVII, 83.

DUBUC & TAUBIN, Analytic rings, XXIV-3, 225.

DUBUC & ZILBER, Banach spaces in an analytic model of SDG, XXXIX, 117.

DUBUC & ZILBER, Infinitesimal and local structures for Banach spaces and its exponentials in a topos, XLI, 82.

 

DUBUC & ZILBER, Inverse function theorems for Banach spaces in a topos, XLI, 207.

DUBUC & ZILBER, On analytic models of SDG, XXXV, 49.

DUBUC & ZILBER, Weil prolongations of Banach manifolds in an analytic model of SDG, XLVI, 83.

DUSKIN J., An outline of non-abelian cohomology in a topos I, XXIII-2, 165.


E

 

EBRAHIMI, TABATABAEE & MAHMOUDI, Metrizability of s-frames, XLV, 147.

EHRBAR & WYLER, Images in categories as reflections, XXVIII, 143.

EHRESMANN A.C., Catégories localement triviales. Catégories microtransitives, XXIll-4, 379.

EHRESMANN A.C., From fibre bundles to categories, XXV-1, 15.

EHRESMANN A.C., Liste des publications de Charles Ehresmann, XX-3, 221.

EHRESMANN A.C., lntroduction to the 3rd Colloquium on Categorical Algebra, XXI-4, 343.

EHRESMANN A.C., Partial completions of concrete functors, XXll-3, 315.

EHRESMANN A.C., Trentième anniversaire, XXIX, 255.

EHRESMANN, A.C., Max KELLY, XLVIII, 2.

EHRESMANN A.C., Résumés du Colloque International "Charles Ehresmann : 100 ans", XLVI, 163.

EHRESMANN A.C., New Book: Memory Evolutive Systems by Ehresmann and

Vanbremeersch, XLVIII, 238.

EHRESMANN A.C., Fifty years of research, XLIX-2, 142.

EHRESMANN A.C., Sur Paulette Libermann (1919-2007), XLVIII-4,  270.

EHRESMANN A.C., Fiftieth anniversary of the "Cahiers", XLVIII-4, 275.

EHRESMANN A.C., Cf. ADAMEK.

EHRESMANN A. & EHRESMANN C., Déjà vingt ans..., XVIII-4, 431.

EHRESMANN A. & EHRESMANN C., Multiple functors : II, XIX-3, 295

EHRESMANN A. & EHRESMANN C., Sur les catégories préadditives topologiques, XlX-1, 97.

EHRESMANN A.C. & VANBREMEERSCH J.-P., Outils mathématiques pour modéliser les systèmes complexes, XXXIII, 225.

EHRESMANN C., Catégories et structures (Extraits), VI.

EHRESMANN C., Catégories structurées : III, V.

EHRESMANN C., Catégories structurées généralisées, X-l, 139.

EHRESMANN C., Càtégories structurées quotients, V.

EHRESMANN C., Elargissement complet d'un foncteur local, XI-3, 405.

EHRESMANN C., Elargissements de catégories, III.

EHRESMANN C., Espèces de structures locales (traduit de l'allemand), III.

EHRESMANN C., Espèces de structures sous-inductives, VII.

EHRESMANN C., Prolongements des catégories différentiables, VI.

EHRESMANN C., Propriétés infinitésimales des catégories différentiables, IX-1, 1.

EHRESMANN C., Sur l'existence de structures libres et de foncteurs adjoints, IX-1, 2 et 33.

EHRESMANN C., Trends toward unity in Mathematics, VIII.

EL BA SHIR, Cf. BARKHUDARYAN.

ELLIS G.J., Relative derived functors and the homology of groups, XXXI, 121.

ELLIS G.J. & RODRIGUEZ-FERNANDES, An exterior product for the homology of groups with integral coefficients modulo p, XXX, 339.

ELMENDORFF A.D., Actions, functors and the bar construction, XXVI, 329.

ELVIRA & HERNANDEZ, A suspension theorem for proper homotopy and strong shape theories, XXXVI, 99.

ESPAÑOL L., Le spectre d'un anneau dans l'algébre constructive et applications à la dimension, XXIV-2, 133.

________________________________________________________________________

F

 

FARO, Cf. BULLEJOS.

FARY I., On a topological characterization of plane geometries, VII.

FAURE C.A., Categories of closure spaces and the corresponding lattices, XXXV, 309.

FAY T.H., A homological algebra for valuated groups, XXII-4, 439,

FAY T.H., Remarks on the Mal'cev completion of torsion-free locally nilpotent groups, XXXV, 75.

FAY T.H., Weakly hereditary regular closure operators, XXXVII, 279.

FELDBAU J., Sur la loi de composition entre éléments des groupes d'homotopie, II.

FIEDOROWICZ & VOGT, Simplicial n-fold monoidal categories model all loop spaces, XLIV, 105.

FIRARIDES A., Cf. BOZAPALIDES.

FOLTZ F., Complétion des V-catégories, XIV-1, 41.

FOLTZ F., Produit tensoriel généralisé, X-3, 301. II, XXI-1, 63 III, XXI-3, 325 IV, XXIV-1, 57.

FOLTZ F., Sur la catégorie des foncteurs dominés, XI-2, 101.

FOLTZ F., Sur la domination des catégories, XII-1, 93

FOLTZ F. & LAIR C., Fermeture standard des catégories algébriques, XIII-3, 275.

FREI A., Cf. DELEANU.

FREI A., On categorical shape theory, XVII-3, 261.

FREI A., On complete Saks spaces, XXXIII, 177.

FREI A., On the preservation of homotopy invariance by Kan extensions, XXII-3, 329.

FREITAS DRUCK (de), I., Un modèle de filtres pour l'Analyse Réelle Synthétique, XXXIV, 83.

FRITH J.L., The category of uniform frames, XXXI, 305.

FRÖLICHER A., Catégories cartésiennement fermées engendrées par monoïdes, XXI-4, 367.

FRÖLICHER, A., Axioms for convenient calculus, XLV, 267

.

FRÖLICHER, A., Linear spaces and involutive duality functors, XLIII, 35.

FUNK, Cf. BUNGE.

FUNK, J., The display locale of a cosheaf, XXXVI, 53.

 


G

 

GANEA T., Sur quelques invariants numériques du type d'homotopie, IX-2, 181.

GANTER N., Smash products of E(1)-local spectra at an odd prime, XLVIII, 3.

GARCIA ROMÁN, MÁRQUEZ HERNÁNDEZ, JARA & VERSCHO-REN, Uniform filters, XL, 82.

GARCIA ROMÁN, MÁRQUEZ HERNÁNDEZ, JARA & VERSCHOREN, Uniform filters, XL, 82.

GARCÍA-MUÑOZ, Cf. BULLEJOS.

GARNER R., Double clubs, XLVII, 261.

GARRAWAY, W.D., Sheaves for an involutive quantaloid, XLVI, 243.

 

GARZON & del RIO, Low-dimensional cohomology for categorical groups, XLIV, 247.

GARZON & MIRANDA, Homotopy theory for (braided) Cat-groups, XXXVIII, 99.

GARZON, Cf. CEGARA.

GAUCHER P., About the globular homology of higher dimensional automata, XLIII, 107.

 

GIULI & SLAPAL, Raster convergence with respect to a closure operator, XLVI, 275.

GIULI, Cf. BRÜMMER.

GOLASINSKI M., Cf. BROWN.

GOLASINSKI M., Homotopy groups of small categories and derived functors, XXVIII, 89.

GOLASIŃSKI M., GONÇALVES & WONG, Equivariant evaluation subgroups and Rhodes groups, XLVIII, 55.

GOLASINSKI M. & D. LIMA GONÇALVES, Equivariant Gottlieb groups, XLII, 83.

GOLASINSKI & STRAMACCIA, Weak homotopy equivalences of mapping spaces and Vogt's Lemma, XLIX-1, 69.

GONÇALVES, Cf. GOLASIŃSKI.

GONZALEZ RODRIGUEZ, Cf. BAHAMONDE.

GORDON R., Crossed modules as G-categories, XXXIV, 305.

GRAMAIN A., Le Théorème de van Kampen, XXXIII, 237.

GRAN M., Cf. ADAMEK.

GRAN M. & JANELIDZE G., Covering morphisms and normal extensions in Galois structures 1.associated with Galois theories, L-3, 1

GRAN & RODELO, A universal construction in Goursat categories, XLIX-3, 196.

GRAN & VITALE, On the exact completion of the homotopy category, XXXIX, 287.

GRANDIS M., On distributive homological algebra : I, XXV-3, 259

GRANDIS M., On distributive homological algebra III, XXVI, 169.

GRANDIS M., On the categorical foundations of homological and homotopical algebra, XXXIII, 135.

GRANDIS M., Sous-quotients et relations induites dans les catégories exactes, XXII-3, 231.

GRANDIS M., Weak subobjects and weak limits in categories and homotopy categories, XXXVIII, 301.

GRANDIS M., Directed homotopy Theory, I, XLIV, 281.

 

GRANDIS M., Equilogical spaces, homology and non-commutative Geoemetry, XLVI, 53.

 

GRANDIS M., Higher fundamental functors for simplicial sets, XLII, 101.

GRANDIS M., Lax 2-categories and directed homotopy, XLVII, 107.

GRANDIS M., The role of symmetries in cubical sets and cubical categories, L-2, 102.

GRANDIS M., Limits in symmetric cubical categories (On weak cubical categories, II), L-4, 242.

GRANDIS M., Cf. BETTI.

GRANDIS & PARE, Adjoint for double categories, XLV, 193.

GRANDIS & PARE, Lax Kan extensions for double categories, XLVIII, 163.

GRANDIS & PARE, Limits in double categories, XL, 162.

GRANDJEAN & VALE, Almost smooth algebras, XXXII, 131.

GRANDJEAN & VITALE, Morita equivalence for regular algebras, XXXIX, 137.

GRASSELLI, Cf. CAVICCHIOLI.

GRAY J.W., Categorical aspects of the classical Ascoli theorems, XXII-3, 337.

GRAY J.W., The existence and construction of lax limits, XXI-1, 277.

GREENBERG P., Models for action of certain groupoids, XXVI, 33.

GREVE C., SZIGETI J. & THOLEN W., Lifting tensorproducts along non-adjoint functors, XXIII-4, 337.

GUITART R., Calcul des relations inverses, XVIII-1, 67.

GUITART R., Foncteurs sous-objets et relations continues, XIII-1, 57.

GUITART R., Fonctions d'Euler-Jordan et de Gauss et exponentielle dans les semi-anneaux de Burnside, XXXIII, 253.

GUITART R., L'unité de la théorie des modèles et de l'algèbre homologique, XXX, 281.

GUITART R., Monades involutives complémentées, XVI-1, 17.

GUITART R., On the geometry of computations I & II, XXVII-4, 107 & XXIX, 297.

GUITART R., Qu'est-ce que la logique dans une catégorie ?, XXIII-2, 115.

GUITART R., Remarques sur les machines et les structures, XV-2, 113.

GUITART R., Tenseurs et machines, XXI-1, 5.

GUITART R., Toute théorie est algébrique et topologique, XLIX-2, 83.

GUITART R., An anabelian definition of abelian homology, XLIX-3, 261-269.

GUITART R., Klein's group as a Borromean object, L-2, 144.

GUITART, Cf. DAMPHOUSSE.

GUITART & RIGUET, Enveloppe karoubienne et catégories de Kleisli, XXXIII, 261.

GUITART & van den BRIL L., Calcul des satellites et présentation des bimodules á l'aide des carrés exacts, XXIV-3 et 4, 299.

GUITART. & van den BRIL L., Décompositions et lax-complétions, XVIII-4, 333

GUO, SOBRAL & THOLEN, Descent equivalence, XLV, 301.

 


H

 

HAAHTI H., Compact and small-rank perturbations of conformally symplectic structures, XIX-3, 223.

HAAHTI H., Sur la théorie locale des connexions linéaires sans différentiabilité, XI-1, 157.

HACQUE M., Les T-espaces et,leurs applications. Préfaisceaux et faisceaux sur les situations, lX-3, 281.

HARARI S., Pureté et platitude pour les modules généralisés, XII-1, 3.

HARDIE & KAMPS, Exact sequence interlocking and free homotopy theory, XXVI, 3.

HARDIE & KAMPS, Homotopy over B and under A, XXVIII, 183.

HARTING R., Locally injective G-sheaves of abelian groups, XXII-2, 115.

HEATH P.R. & KAMPS K.H., Groupoids, stability cokernel spaces, and duality, XII-1, 97.

HEBERT M., Cf. ADAMEK

.

HEBERT, ADAMEK & ROSICKÝ, More on orthogonality in locally presentable categories , XLII, 51.

HEGENBARTH, Cf. CAVICCHIOLI.

HEGGIE M., Homotopy cofibrations in CAT, XXXIII, 291.

HEGGIE M., Homotopy colimits in presheaf categories, XXXIV, 13.

HEGGIE M., The left derived tensor-product of Cat-valued diagrams, XXXIII, 33.

HERNANDEZ, Cf. ELVIRA.

HERNÁNDEZ, Cf. GARCIA.

HERRLICH H., On the failure of Birkhoff's Theorem for locally small based equa-tional categories of algebras, XXXIV, 185.

HERRLICH H., Cf. ADAMEK.

HERRLICH H., Cf. ADAMEK.

HERRLICH H., Cf. BRÜMMER.

HERRLICH, KEREMEDIS & TACHTSIS, Tychonoff products of super second countablr and super separable metric spaces, XLIX-4, 267.

HERRLICH & SCHRÖDER, Composing special epimorphisms and retrac-tions, XL, 221.

HERRLICH & SCHRÖDER, Composing special epimorphisms and retractions, XL, 221.

HIEN B.H. & SAIN I., In which categories are first-order axiomatizable hulls characterized by ultraproducts?, XXIV-2, 215.

HIGGINS P.J., Cf. BROWN.

HIGGS D., Remarks on duality for S-groups, I: Products and coproducts, XXX, 45.

HILKEN & RYDEHEARD, Indexed categories for program development, XXXII, 165.

HILTON P.J., Cf. BERSTEIN.

HILTON P.J., Cf. DELEANU.

HILTON P.J., Commuting limits, X-3, 127.

HILTON P.J., Filtrations, IX-2, 243. XIV-1, 3.

HILTON P.J., Localization and cohomology of nilpotent groups, XIV-4, 341.

HILTON P.J. & ROITBERG J., Restoration of structure, XXII-2, 201.

HOFFMAN J.W., Heller's axioms for homotopy theory, XXXVII, 179.

HOFFMANN R.-E., Note on universal topological completion, XX-2,199.

HOLGATE, D., Completion and closure, XLI, 101 et 314.

HOUDEBINE J., Classes et ensembles, XI.

HOWIE J., Pullback functors and crossed complexes, XX-3, 281.

HU & MAKKAI, Accessible embeddings and the solution-set condition, XXXV, 99.

HUQ S.A., A note on generators in categories, XIII-4, 393.

HUSEK & TRNKOVA, Simultaneous representations in uniform spaces, XXXV, 129.

 


I

 

IBISCH H.D., Sur la conjecture annulaire et les microfibrés stables, X-2, 169.

ISHIHARA, Cf. BRIDGES.


J

 

JAFFARD P., Produits fibrés généralisés et associativité des limites projectives, X, 333.

JANELIDZE G., What is a double central extension? XXXII, 191.

JANELIDZE G., Profinite relational structures, XLIX-280.

 

JANELIDZE G., Cf. ADAMEK.

 

JANELIDZE G., Cf. BOURN.

 

JANELIDZE G., Cf. GRAN.

 

JANALIDZE Z., Closedness properties of internal relations, VI. Approximate operations, L-4, 298.

 

JARA, Cf. GARCIA,

JARZEMBSKI G., A new proof of Reiterman's Theorem, XXXV, 239.

JARZEMBSKI G., Finitary fibrations, XXX, 111.

JAY C.B., Languages for triples, bicategories and braided monoidal categories, XXXI, 67.

JIBLADZE, Cf. BUNGE.

JIBLADZE & JOHNSTONE, The frame of fibrewise closed nuclei, XXXII, 99.

JIBLADZE & PIRASHVILI, Quillen cohomology and Baues-Wirsching cohomology of algebraic structures, XLVII, 163.

JIN WON PARK, Cf. KUNG CHAN MIN.

JOHNSON J., A generalized global differential calculus: Application to invariance under a Lie group I & II, XXVII-3, 25 & XXVII-4, 89.

JOHNSON & WALTERS, On the nerve of an n-category, XXVIII, 257.

JOHNSON P.B., k-Lindelof locales and their spatial parts, XXXII, 297.

JOHNSON P.E., Coherent spaces constructively, XXXVII, 73.

JOHNSON, B. & MCCARTHY, R., A classification of degree n functors, I, XLIV, 2 et 153.

JOHNSTONE P.T., A simple proof that localic subgroups are closed, XXIX, 157.

JOHNSTONE P.T., A constructive "closed subgroup Theorem" for localic groups and groupoids, XXX, 3.

JOHNSTONE P.T., Factorization theorems for geometric morphisms, XXI-1, 3.

JOHNSTONE, Cf. JIBLADZE.

JOUBERT G., Contribution à l'étude des catégories ordonnées. Application aux structures feuilletées, VIII.

JOUBERT G. & ROSENBERG H., Plongement du tore T2 dans la sphère S, XI-3, 323.

JOYAL & STREET, Pullbacks equivalent to pseudopullbacks, XXXIV, 153.

JUNG, Cf. BORCEUX.

 

 


K

 

KACHOUR K., Définition algébrique des cellules non strictes, XLIX, 1.

KAINEN P.,  Isolated squares in hypercubes and robustness of commutativity, XLIII, 213.

KAMPS K.H., Cf. HARDIE.

KAMPS K.H., Cf. HEATH.

KAMPS K.H., Note on the gluing theorem for groupoids and van Kampen's Theorem, XXVIII, 303.

KAMPS K.H., On a sequence of K.A. Hardie, XIX-2, 147.

KAPRANOV & VOEVODSKY, ¥-groupoids and homotopy types, XXXII, 29.

KAPRANOV & VOEVODSKY, Combinatorial-geometric aspects of polycategory theory, XXXII, 11.

KARAZERIS P., Compact topologies on locally presentable categories, XXXVIII, 227.

KARAZERIS & VELEBIL, Representability relative to a doctrine, L-1, 3.

KASANGIAN, KELLY& ROSSI, Cofibrations and the realization of non-deterministic automata, XXIV-1, 23.

KASANGIAN & ROSEBRUGH, Decomposition of automata and enriched category theory, XXVII-4, 137.

KASANGIAN & ROSEBRUGH, Glueing enriched modules and composition of automata, XXXI, 283.

KEIGHER W.F., Differential algebra in a topos, XXII-1, 45.

KEIGHER W.F., Spectra of differential rings, XXIV-1, 47.

KEIGHER W.F., Symmetric monoidal closed categories generated by commutative adjoinl monads, XIX-3, 269.

KELLY G.M., A note on the generalized reflexion of Guitart and Lair, XXIV-2, 155.

KELLY G.M., A survey of totality for enriched and ordinary categories, XXVII, 109.

KELLY G.M. Cf. CARBONI.

KELLY G.M., Cf. KASANGIAN.

KELLY G.M. & Le CREURER, On the monadicity over Graphs of categories with limits, XXXVIII, 179.

KELLY G.M., Structures defined by finite limits in the enriched context I, XXIII-1, 3.

KEREMEDIS, Cf. HERRLICH.

KIEBOOM R., Cf. ADAMEK.

 

KLAUS, Cochain operations and higher cohomology operations, XLII, 261.

KLEISLI H., Coshape-invariant functors and Mackey's induced representation theorem, XXII-1, 105.

KLEISLI, Cf. BARR.

KLEISLI & KUNZLI, Topological totally convex spaces II, XXXVI, 11.

KOCK A., Convenient vector spaces embed in the Cahiers topos, XXVII, 3 & 23.

KOCK A., Differential forms with values in groups, XXII-2, 141.

KOCK A., Formal manifolds and synthetic theory of jet bundles, XXI-3, 227

KOCK A., The algebraic theory of moving frames, XXIII-4, 347.

KOCK, A., The stack quotient of a groupoid, XLIV, 85.

KOCK A. & LAVENDHOMME R., Strong infinitesimal linearity with applications to strong difference and affine connections, XXV-3, 311.

KOCK A. & MOERDIJK, Presentations of etendues, XXXII, 145.

KOCK & REYES, A Note on frame distributions, XL, 127.

KOCK & REYES, Distributions and heat equation in SDG, XLVII, 2.

KOCK & REYES, Relatively Boolean and de Morgan toposes and locales, XXXV, 249.

KOCK & REYES, G., A Note on frame distributions, XL, 127.

KOCK & REYES, G., Distributions and heat equation in SDG, XLVII, 2.

KOLAR I., An abstract characterization of the jet spaces, XXXIV, 121.

KOLAR I., Higher order torsions of spaces with Cartan-connections, XII-2, 137.

KOLAR, I., A general point of view to nonholonomic jet bundles, XLIV, 149.

KOLAR I., On special types of nonholonomic jets, XLVIII, 228.

KOLAR I., Cf. DOUPOUVEC.

 

KOPYLOV, Y., Exact couples in a Raikov semi-abelian category, XLV, 162.

KORKES & PORTER, Nilpotent modules and Pro-C completions, XXXI, 277.

KOSLOWSKI, Cf. CASTELLINI.

KOUBEK V., Cf. ADAMEK.

KOUBEK V., On categories into which each concrete category can be embedded, XVII-I, 3

KOUBEK, Cf.  BARKHUDARYAN.

KOUBEK & SICHLER, Finitely generated universal varieties of distributive double p-algebras, XXXV, 139.

KOUBEK & SICHLER, On Priestley duals of products, XXXII, 243.

KOUBEK & SICHLER, On synchronized relatively full embeddings and Q-universality, XLIX-4, 289.

KRIEGL & NEL, A convenient setting for holomorphy, XXVI, 273.

KRIZ I. & PULTR, Peculiar behavior of connected locales, XXX, 23.

KRIZ I., A direct description of uniform completion in locales and a characterisation of LT-groups, XXVII, 19.

KRUML & RESENDE, On quantales that classify C*-algebras, XLV, 287.

KUBARSI, J. & RYBICKI, T., Local and nice structures of the groupoid of an equivalence relation, XLV, 23.

KUCERA L. & PULTR A., On a mechanism of defining morphisms in concrete categories, XIII-4, 97.

KUIPER N.H., La courbure d'indice K et les applications convexes, II.

KUIPER N.H., Sur les immersions à courbure minimale, I.

KUMPERA A., A theorem on Cartan pseudogroups, VI.

KUMPERA A., Sur l'intégrabilité d'une classe remarquable de systèmes différentie!s automorphes par la méthode de Sophis Lie, IX-3, 255.

KUNG CHAN MIN, YOUNG SUN KIM & JIN WON PARK, Fibrewise exponential laws in a quasitopos, XL, 242.

KUNZLI, Cf. KLEISLI.

KYUNG CHAN MIN, An exponential law for regular ordered spaces, XXIV-3, 279.

 


L

 

LAFONT Y., Diagrammes de Penrose et réécriture en dimension é, XXXIII, 267.

LAIR C., Dualité pour les structures algébriques esquissées, XV-4, 353.

LAIR C., Fermeture standard des catégories algébriques : II, XVIII-1, 3.

LAIR C., Foncteurs d'omission de structures algébriques, XII-2, 147.

LAIR C., Idées et maquettes de structures algébriques, XII-1, 29.

LAIR C., Cf. COPPEY.

LAIR C., Cf. FOLTZ.

LAMBEK J. & SCOTT P.J., Algebraic aspects of topos theory, XXII-2, 129.

LATCH D.M., The connection between the fundamental groupoid and a unification algorithm for syntactical algebras, XXXII, 203.

LAUDAL D.A., Cohomologie et homologie pour les ensembles ordonnés, III.

LAUDAL D.A., Sur la limite projective et la théorie de la dimension, III.

LAVENDHOMME R. & LUCAS Th., A propos d'un théorème de Macintyre, XXII-4, 387.

LAVENDHOMME R., Algèbres de Lie et groupes microlinéaires, XXXV, 29.

LAVENDHOMME R., Cf. KOCK.

LAVENDHOMME R., Variations sur un thème de Yoneda, XV-2, 145.

LAWSON, M., Constructing ordered groupoids, XLVI, 123.

LAWSON & SIEINBERG, Ordered groupoids and etendues, XLV, 82.

LAWVERE F.W., More on graphic toposes, XXXII, 3.

LAWVERE F.W., Toward the description in a smooth topos of the dynamically possible motions and deformations of a continuous body, XXI-4, 377.

LAZOWICK LORD H., Functionally Hausdorff spaces, XXX, 247.

Le CREURER, Cf. KELLY.

Le DIMET J.-Y., G-variétés topologiques et G-microfibrés, XVII-4, 397.

LEBLOND M.-C., Complétion d'un foncteur structuré, XIII-4, 377.

LECLERCQ, R., Symétries de Hecke à déterminant associé central, XLIII, 191.

LEDUC P.Y., Radical et primitivité des catégories, X-3, 347.

LEGRAND S., Transformations naturelles généralisées, X-3, 351.

LEHMANN D., Théorie de Morse en géométrie finslérienne, VI.

LEHMANN D., Une généralisation de la géométrie du plongement, VI.

LEICHTWEISS K., Sur les espaces de Banach auto-adjoints, I.

LELLAHI K., Catégories préadditives structurées, XII-2, 187.

LELLAHI K., Sur les catégories préadditives topologiques, XIX-1, 79.

LEROUX P. & RIBENBOIM P., Dérivations d'ordre supérieur dans les catégories semi-additives, XI-4, 437.

LEROY, Cf. DIERS.

LEVER D.B., Continuous families: categorical aspects, XXIV-4, 393.

LIBERMANN P., Remarques sur les systèmes différentiels, XXIII-1, 55.

LIMA GONÇALVES, Cf. GOLASINSKI.

LINDNER H., Enriched categories and enriched modules, XXII-2, 161.

LINDNER H., Morita equivalences of enriched categories, XV-4, 377.

LOHRE E., Generalized manifolds, XXI-1, 87.

LOMBARDI, Cf. COQUAND.

LOSIK M.V., Categorical Differential Geometry, XXXV, 274.

LOWEN E. & R. & VERBEECK, Exponential objects in the construct PRAP, XXXVIII, 259.

LOWEN E. & R., Topological quasitopos hulls of categories containing topological and metric objects, XXX, 213.

LOWEN, cf; LOWEN-COLEBUNDERS.

LOWEN-COLEBUNDERS, Cf. BENTLEY.

LOWEN-COLEBUNDERS, E., LOWEN, R. & NAUWELAERTS, N., The cartesian closed hull of the category of approach spaces, XLII, 242.

LUCAS Th., Cf. LAVENDHOMME.

LYUBASHENKO, V., Tensor product of categories of equivariant perverse sheaves, XLIII, 49.

 

 


M

 

MAC DONALD J.L., Natural factorizations and the Kan extension of cohomology theories, XVII-1, 69.

MAC DONALD & STONE, The natural number bialgebra, XXX, 349.

MACDONALD J.L. & STONE A., The tower and regular decompositions, XXIII-2, 197.

MACDONALD J.L. & STONE A., Topoi over graphs, XXV-1, 51.

MacG. DAWSON R.J., Homology of weighted simplicial complexes, XXXI, 229.

MacG. DAWSON R.J., Limits and colimits of convexity spaces, XXVIII, 307.

MacG. DAWSON R.J., Simplicial homology of preconvexity spaces, XXXIV, 321.

MACHADO A., Espaces d'Antoine et pseudotopologies, XIV-3, 309.

MACHADO A., Quasi-variétés complexes, XI-3, 229.

MACKAAY, M., Note on the holonorny of connections in twisted bundles, XLIV, 39.

MACKENZIE K., A note on Lie algebroids which arise from groupoid actions, XXVIII, 283.

MACKENZIE K., Integrability obstructions for extensions of Lie algebroids, XXVIII, 29.

MAC LANE S., The genesis of mathematical structures, as exemplified in the work of C. Ehresmann, XXI-4, 353.

 

MAHMOUDI, Cf. EBRAHIMI.

MAKKAI, Cf. CHUNG.

MAKKAI, Cf. HU.

MALAGOLI, Cf. CASALI.

MALTSINIOTIS G., Traces dans les catégories monoïdales, dualité et catégories monoïdales fibrées, XXXVI, 195.

MALTZ R., The nullity spaces of the curvature operator, VIII.

MANTOVANI S., Cf. CAGLIARI.

MANTOVANI S., Semilocalizations of exact and Lextensive categories, XXXIX, 27.

MARA Fe. & Fu., Quotients, fractions, symmetrizations, XXIII-4, 407.

MARCOLLI M., Some remarks on conjugacy classes of bundle gauge groups, XXXVII, 21.

MAWANDA, Cf. CHISALA.

MCCARTHY, Cf. JOHNSON.

MEDINA A., Quelques remarques sur les feuilletages affines, XVII-1, 59.

MENU J. & PULTR A., On simply bireflective subcategories, XVll-2, 187.

MESCHIARI, Cf. CAVICCHIOLI.

MICHALOWICZ J.V., A special tricategory, XI-4, 421.

MICHALOWICZ J.V., Diagram lemmas in semi-exact JTK-categories, XII-4, 445.

MICHAUD P., Faisceaux principaux et plongements,XII-4, 469.

MICHON G., Cf. COSTE.

MICHOR P., A convenient setting for differential geometry and global analysis, XXV-1 et 2, 63.

MICHOR P., Manifolds of smooth maps : I, XIX-1, 47

MILIUS, Equational properties of recursive program scheme solutions, L-1, 23.

MINGUEZ M.C., Some combinatorial calculus on Lie derivative, XXIX, 241.

MINGUEZ M.C., Wedge product of forms in SDG, XXIX, 59.

MIRANDA, Cf. GARZON.

MITCHELL B., Monoidal structures on graded categories, XXIII-1, 43.

MIZOGUCHI Y., A graph structure over the category of sets and partial functions, XXXIV, 2.

MÖBUS A., Syntactical theory of functors, XXIII-1, 47.

MOENS, BERNI-CANANI & BORCEUX, On regular presheaves and regular semi-categories, XLIII, 163.

MOENS & VITALE, Groupoids and the Brauer group, XLI, 305.

MOERDIJK I., The classifying topos of a continuous groupoid II, XXXI, 137.

MOERDIJK I., Cf. KOCK.

MOKRI T., On Lie algebroid actions and morphisms, XXXVII, 315.

MOSS, Cf. MILIUS.

MUCUK, Cf. BROWN.

MÜLLER T., Note on homotopy pullbacks in abelian categories, XXIV-2, 193.

MULVEY C.J. & WICK PELLETIER J., The dual locale of a seminormed space, XXIII-1, 73.

MUTLU & PORTER, Free crossed resolutions from simplicial resolutions with given CW-basis, XL, 261.

MUTLU & PORTER, Free crossed resolutions from simplicial resolutions with given CW-basis, XL, 261.

MYNARD F., Unified characterization of exponential objects in TOP, PRTOP and PARATOP, XLVIII, 70.

 


N

NAUWEAERTS, Cf. LOWEN-COLEBUNDERS.

NEL L.D., Categorical differential calculus for infinite dimensional spaces, XXIX, 257.

NEL L.D., Cf. KRIEGL.

NGUYEN DINH NGOC, Sur les espaces fibrés et les prolongements, IV.

NICKOLAS P., Cf. BROWN.

NIEFIELD S.B., A note on the locally Hausdorff property, XXIV-1, 87.

NIEFIELD S.B., Cartesian spaces over T and locales over w(T), XXIII-3, 257.

NIEFIELD S.B., Constructing quantales and their modules from monoidal categories, XXXVII, 163.

NIEFIELD S.B., Homotopic pullbacks, lax pullbacks and exponentiability, XLVII, 50.     

NIEFIELD S.B. & ROSENTHAL, A note on the algebraic de Morgan's law, XXVI, 115.

NIEFIELD S.B. & ROSENTHAL, Sheaves of semiprime ideals, XXXI, 213.

NIEFIELD S.B. & SUN, Algebraic de Morgan's laws for non-commutative rings, XXXVI, 127.

NISHIMURA, H., Synthetic Differential Geometry of higher-order differentials, XLVII, 129 et 206-7.

NOVOA, Cf. ALVAREZ.

 

 


O

 

OLIVA W.M., Une définition équivalente à l'involution de E. Cartan pour les systèmes d'équations aux dérivées partielles, XI, 201.

OSIUS G., The internal and external aspect of logic and set theory in elementary topoi, XV-2, 157.

OUBIÑA L., Teoria axiomática de categorias, X-3, 375.


P

 

PAPERT D. & S., Sur les treillis des ouverts et les paratopologies, I.

PARE R., Cf. BUNGE.

PARE R, Cf. DAWSON.

PARE R., Cf. DAWSON.

 

PARE R., Cf. GRANDIS.

 

PARE R., Cf. GRANDIS.

PARE R., Cf. GRANDIS.

PASEKA I., Boolean algebras and paracompactness, XXXIII, 15.

PASEKA, J., A Note on nuclei of quantale modules, XLIII, 19.

PASZTOR A., The epis of the category of ordered algebras and Z-continuous homomorphisms, XXIV-2, 203.

PATRYSHEV V., On the Grothendieck topologies in the toposes of presheaves, XXV-2, 207.

PAXIA & SERGIO, On the connectedness of some topological spaces, XXX, 83.

PEDERSEN J., Combinatorics, graph theory and geometric models, XXII-4, 407.

PEDDICCHIO M.C., On the category of topological topologies, XXV-1, 3.

PEDICCHIO, Cf. ADAMEK.

PEDICCHIO, Cf. BARR

PEDICCHIO, Cf. BORCEUX.

PEDDICCHIO M.C. & ROSSI F., Monoidal closed structures on topological spaces: counterexample to a question of Rooth and Tillotson, XXIV-4, 371.

PELANT, Cf. DIKRANJAN.

PELLETIER J.W. Cf. MULVEY.

PELLETIER J.W. & ROSEBRUGH R.D., The category of Banach spaces in sheaves, XX-4, 353.

PENON J., Approche polygraphique des ¥-catégories non strictes, XL, 31.

PENON J., Catégories á sommes commutables, XIV-3, 227.

PENON J., Construction d'infinitésimaux, XXXV, 339.

PENON J., lnfinitésimaux et intuitionnisme, XXII-1, 67.

PENON J., Logique de la Géométrie Algébrique, XXXIII, 277.

PENON J., Sur les quasi-topos, XVIII-2, 181.

PENON, J., Approche polygraphique des  ω-catégories non strictes, XL, 31.

 

PENON J., Cf. BOURN.

PEROL C., Sur les extensions compactes des espaces topoloqiques, II.

PERRY R.J., An extended comparison functor for triples, XVIII-1, 61.

PERRY R.J., Completely regular relationnal algebras, XVII-2, 125.

PICCARRETA, S., Rational nilpotent groups as subgroups of self-homotopy equivalences, XLII, 137.

PIRASHVILI, Cf. JIBLADZE.

PIRASHVILI, T., On the PROP corresponding to bialgebras, XLIII, 221.

PITTS A., On product and change of base for toposes, XXVI, 43.

POENARU V., Sur les variétés tridimensionnelles ayant le type d'homotopie de la sphère S3, VI.

PORST H.E., Characterization of injective envelopes, XXII-4, 399.

PORST H.E., Dualities of concrete categories, XVII-1, 95.

PORST H.-E., On free topological algebras, XXVIII, 235.

PORST H.-E., The Linton Theorem revisited, XXXIV, 229.

PORTA H., Cf. DUBUC.

PORTER T., Abstract homotopy theory in procategories, XVII-2, 113.

PORTER T., Cf. KORKES.

PORTER T., Coherent prohomotopical algebra, XVIII-2, 139.

PORTER T., Coherent prohomotopy theory, XIX-1, 3.

PORTER T., Crossed modules in Cat and a Brown-Spencer Theorem for 2-categories, XXVI, 381.

PORTER T., Essential properties of pro-objects in Grothendieck categories, XX-1, 3.

PORTER T., The derived functors of lim and protorsian modules, XXIV-2, 115.

PORTER T., Une théorie catégorique d'homotopie simple, XXII-2, 191.

PORTER, Cf. CORDIER.

 

PORTER, Cf. MUTLU.

POWER A.J., A unified approach to the lifting of adjoints, XXIX, 67.

PRADINES J., Echelles et faisceaux sur les quotients de feuilletages, XXII-1, 73.

PRADINES J., How to define the differentiable graph of a singular foliation, XXVI, 339.

PRADINES J., Morphisms between spaces of leaves viewed as fractions, XXX, 229.

PRADINES J., Pseudogroupes infinis continus et applications analytiques formelles d'après Kuranishi, III.

PRONK, Cf. DAWSON.

PROUTE A., Expressions indéterminées, constructions et Axiome du Choix, XXXIII, 279.

PULTR A., Cf. BALL.

PULTR A., Cf. BANASCHEWSKI

PULTR A., Cf. KRIZ.

PULTR A., Cf. KUCERA.

PULTR A., Cf. MENU.

PULTR & SICHLER, A Priestley view on spatialization of frames, XLI, 225.

PULTR & SICHLER, Finite commutative monoids of open maps, XXXIX, 63.

PULTR & SICHLER, Frames in Priestley's duality, XXIX, 193.

PULTR & THOLEN, Localic enrichments of categories, XLI, 121.

PULTR & TOZZI, Equationally closed subframes and representation of quotient spaces, XXXIV, 167.

PULTR & TOZZI, Notes on Kuratowski-Mrowkà Theorems in point-free context, XXXIII, 3.

 


Q

 

QUINTERO, Cf. AYALA.

QUINTERO, Cf. BORCEUX.


R

 

REEB G., La mathématique non-standard vieille de 60 ans ?, XXII-2, 149.

REINHART B.L., Champs de vecteurs sur les surfaces compactes, III.

REITERMAN, SOBRAL & THOLEN, Composites of effective descent maps, XXXIV, 193.

RESENDE, Cf. KRUML.

REYES C.E., Analyse dans les topos lisses, XXII-2, 155.

REYES C.E., Sheaves and concepts: a model-theoretic interpretation of Grothendieck topoi, XVIII-2, 105.

REYES C.E., Embedding manifolds with boundary in smooth toposes, XLVIII, 83.

REYES C.E., Cf. KOCK.

RHINEGHOST, Y. T., The Boolean Prime Ideal Theorem holds iff maximal open filters exist, XLIII, 313.

RIBENBOIM P., The differential spectrum of a ring, XIV-2, 143.

RIBENBOIM P. Cf. LEROUX.

RIGUET, Cf. GUITART.

RIO (del) Cf. GARZON.

RODEJA FERNANDEZ & RODRIGUEZ-FERNANDEZ, The exact sequence in the homology of groups with integral coefficients modulo q, associated to 2 normal subgroups, XXXII, 113.

RODELO, Cf. BOURN.

RODICIO A.G., A homological exact sequence associated with a family of normal subgroups, XXVIII, 83.

RODRIGUEZ, Cf. ALVAREZ.

RODRIGUEZ, Cf. BARJA.

RODRIGUEZ-FERNANDEZ, Cf. ELLIS.

RODRIGUEZ-FERNANDEZ, Cf. RODEJA FERNANDEZ.

ROITBERG J., Cf. HILTON.

ROQUE A.H., Protomodular quasivarietes of universal algebras, XLIX-4, 307.

ROSEBRUGH R.D., Bounded functors, finite limits and an application to injective topoi, XXIV-3, 267.

ROSEBRUGH R.D., Cf. PELLETIER.

ROSEBRUGH R.D., Cf. KASANGIAN.

ROSEBRUGH & WOOD, Gamuts and cofibrations, XXXI, 197.

ROSENBERG H., Cf. JOUBERT.

ROSENTHAL K.I., A note on categories enriched in quantaloids and modal and temp-oral Logic, XXXIV, 267.

ROSENTHAL K.I., A note on Girard quantales, XXXI, 3.

ROSENTHAL K.I., Cf. NIEFIELD.

ROSENTHAL K.I., Modules over a quantale and models of the operator ! in linear logic, XXXV, 329.

ROSENTHAL K.I., Quotient systems in Grothendieck topoi, XXIII-4, 425.

ROSENTHAL K.I., Relational monoids, multirelations, and quantalic recognizers, XXXVIII, 161.

ROSENTHAL K.I., Sheaves and local equivalence relations, XXV-2, 179.

ROSICKY J., Equationnal categories, XXII-1, 85.

ROSICKY J., Extensions of functors and their applications, XlX-2, 179.

ROSICKY J., Multiplicative lattices and C*-algebras, XXX, 95.

ROSICKY J., Are all cofibrantly generated model categories combinatorial? L-3, 233.

ROSICKY J., Cf. ADAMEK.

ROSICKY, Cf. BORCEUX.

ROSICKY, Cf. CENTAZZO.

ROSICKY, Cf. HEBERT.

ROSICKY J. & THOLEN, Orthogonal and prereflective subcategories, XXIX, 203.

ROSSI F., Cf. KASANGIAN.

ROSSI F., Cf. PEDDICCHIO.

RUMP, W., Almost abelian categories, XLII, 163.

RYBICKI, Cf. KUBARSI.

RYDEHEARD, Cf. HILKEN.

 


S

 

SADR M., Structures topogènes sur une catégorie, X-4, 475.

SAGASTUME M., Cf. BOSCH.

SAIN I., Cf. HIEN.

SAWYER P., Cf. BUNGE.

SCHANUEL & STREET, The free adjunction, XXVII, 81.

SCHRÖDER, L., Isomorphisms and splitting of idempotents in semicategories, XLI, 143.

 

SCHRÖDER L., Cf. HERRLICH.

 

SCHUSTER, Cf. BRIDGES.

SCHUSTER, Cf. COQUAND.

SCHWARTZ M.-H., Espaces pseudo-fibrés, II.

SCHWARTZ, Cf. ALDERTON.

SCOTT P.J., Cf. LAMBEK.

SEDA A.K., Compact transformation groupoids, XVI-3, 405.

SEDA A.K., On measures in fibre spaces, XXl-3, 247.

SEDA A.K., On the categories Sp(X) and Ban(X) II, XXVI, 121.

SEDA A.K., On the categories Sp(X) and Ban(X), XXIV-1, 97.

SEDA A.K., Transformation groupoids and bundles of Banach spaces, XlX-2, 131.

SERGIO, Cf. PAXIA.

SHIH WEISHU., Characteristic classes as natural transformations and topological index of classical eìliptic operators, X-4, 395.

SHIH WEISHU., Sur l'équatian intégrodifférentielle non-linéaire et la topologie algébrique, XXIII-2, 157.

SHIH WEISHU, Sur les systèmes de Postnikov d'un fibré principal, I.

SHUTRICK H.B., Complex extensions, II.

SICHLER, Cf. KOUBEK.

SICHLER, Cf. PULTR.

SICHLER, Cf. PULTR.

 

SICKER & TRNKOVA, On clones determined by their initial segments, XLIX-3, 209

 

SIEINBERG, Cf. LAWSON.

SIMON P., On accumulation points, XXXV, 321.

SIMONNET M., Calcul différentiel dans les espaces non normables, XIII-4, 411

SIMSON D., On the structure of locally finite pure semisimple Grothendieck categories, XXIII-4, 397.

SIOEN, M., Symmetric monoidal closed structures in PRAP, XLII, 285.

 

SLAPAL, Cf. GIULI.

SLOMINSKA J., Some spectral sequences in Bredon cohomology, XXXIII, 99.

SMITT (de), B., Measure characteristics of complexes, XXXVII, 3.

SOBRAL M., Monads and cocompleteness of categories, XXXII, 139.

SOBRAL M., Cf. GUO.

 

SOBRAL M., Cf. JANELIDZE.

SOBRAL M., Cf. REITERMAN.

SOLOMON, A., A category model proof of the Cogluing Theorem, XLVIII, 200.

SOLOMON A., A note on Kiebooms's pullback theorem for cofibrations, XLIX-2, 129.

SOUSA L., Orthogonality and closure operators, XXXVI, 323.

SOUSA L., On boundedness and small-orthogonality classes, L-1, 67.

SPAGGIARI, Cf. CAVICCHILI.

SPENCER C.B., An abstract setting for homotopy pushouts and pullbacks, XVIII-4, 409.

SPENCER C.B., Cf. BROWN.

SPENCER C.B. & WONG Y.L., Pullback and pushout squares in a special double category with connection, XXIV, 161.

SRINIVASACHARYULU K., Les classes caractéristiques et leurs applications, II.

SRINIVASACHARYULU K., On fibration of spheres by spheres and Hopf invariant, II.

SRINIVASACHARYULU K., Sur les structures différentiables et les variations de structures complexes, IV.

STAVROULAKIS N., Sur les sous-structures des variétés différentiables de dimension finie, XI-1, 73.

STONE A., Cf. MACDONALD.

STONE, Cf. MAC DONALD.

STOUT L.N., Topological properties of the real numbers object in a topos, XVII-3, 295.

STRAMACCIA L., A note on r-embeddings, XXXVI, 141.

STRAMACCIA L., Functors betxween homotopy theories, XXXI, 169.

STRAMACCIA L., Homotopy preserving functors, XXIX, 287.

STRAMACCIA L., Pro-reflectors and pro-factorizations, XXVI, 259.

STRAMACCIA L., Shape and strong shape equivalences, XLIII, 242.

STRAMACCIA L., Cf. GOLASINSKI.

STRECKER G.E., Cf. ADAMEK.

STRECKER, Cf. CASTELLINI.

STREET R., Absolute colimits in enriched categories, XXIV-4, 377.

STREET R., Cf. JOYAL.

STREET R., Cf. SCHANUEL.

STREET R., Fibrations in bicategories, XXI-2, 111.77

STREET R., Parity complexes, XXXII, 315 & XXXV, 359.

STREET R., Two constructions on lax-functors, XIII-3, 217.

STREET R., Cf. DUBUC.

STREICHER, Cf. BUNGE.

 

STUBBE, I., Categorical structures enriched in a quantaloid: regular presheaves, regular semicategories, XLVI, 99.

SUN, Cf. NIELFIELD.

SUN SHU HAO & WALTERS, Representations of modules and Cauchy completeness, XXXV, 263.

SZIGETI J., Cf. GREVE.

SZIGETI J., On limits and colimits in the Kleisli category, XXIV-4, 381.

 


T

 

TABATABAEE, Cf. EBRAHIMI.

TACHTSIS, Cf. HERRLICH.

TANASI C., Sur les feuilletaqes mesurés arationnels, XXV-3, 303.

TANRE D., Connexité locale, XV-2, 181.

TANRE D., Dualité d'Eckmann-Hilton á travers les modèles de Chen-Quillen-Sullivan, XXII-1, 53.

TAUBIN G., Cf. DUBUC.

TAVAKOLI J., Normal forms of matrices in topoi: I, XXIII-3, 317.

THIEMANN H., The relation between homotopy limits and Bauer's shape singular complex, XXX, 157.

THOLEN W. Injectivity versus exponentiability, XLIX-3, 228.

THOLEN W. Cf. GREVE.

THOLEN W., Cf. BÖRGER.

THOLEN W., Cf. ADAMEK.

 

THOLEN W., Cf. GUO.

 

THOLEN W., Cf. PULTR.

THOLEN W., Cf. REITERMAN.

THOLEN W., Cf. ROSICKY.

THOLEN W. & TOZZI, Completions of categories and initial completions, XXX, 127.

THOLEN W. & WOLFF H., Extensions of factorization systems, XXII-2, 175.

THOMASON R.W., Cat as a closed model category, XXI-3, 305.

TIERNEY M., Cf. APPELGATE.

TOEN, B., Vers une interprétation galoisienne de la théorie de l'homotopie, XLIII, 257.

TONDEUR Ph., Sur certaines connexions naturelles d'un groupe de Lie, VI.

TOWNSEND, C., A categorical proof of the equivalence of local compactness and exponentiability in locale theory, XLVII, 233.

TOZZI, Cf. PULTR.

TRNKOVA V., Simultaneous representations by metric spaces, XXIX, 217.

TRNKOVA V., Universal concrete categories and functors, XXXIV, 239.

TRNKOVÁ V.,  Cf. BARKHUDARYAN.

TRNKOVA V., Cf. BARKHUDARYAN.

TRNKOVA V., Cf. HUSEK.

TRNKOVA V., CF. SICHLER.

 


V

 

VAINER V., Model-theoretic characterizations of convenience properties in topological categories, XXXIII-4, 315.

VALE M.J., Cf. GRANDJEAN.

VALE M.J., Torsors and special extensions, XXVI, 63.

VALETTE, Eléments de rubans d'ordre supérieur, II.

van den BOSSCHE, Cf. BORCEUX.

van den BRIL L., Cf. GUITART.

van den BRIL L., Construction de théories d'exactitude, XXVII, 35.

van den BRIL L., Exactitudé dans les Yoneda structures, XXIII-2, 215.

van der ZYPEN, Order convergence and compactness, XLV, 297.

van der ZYPEN, Cf. ADAMS.

van OSDOL D.H., A Borel topos, XXII-2, 123.

van OSDOL D.H., Principal homogeneous objects as representable functors, XVIII-3, 271.

VANBREMEERSCH, Cf. EHRESMANN.A.C.

VAPPEREAU J.-M., Une autre orientation dans les chaînes et les nœuds et la défini-tion du nombre de nœud, XXXVI, 153.

VELEBIL, Cf. KARAZERIS.

VERBEECK, Cf. LOWEN.

VER EECKE P., A propos d'un théorème de Ch. Ehresmann, XXII-4, 453.

VER EECKE P., Connexions d'éléments de contact, V.

VER EECKE P., Connexions d'ordre infini, Xl-3, 28l.

VER EECKE P., Sur le calcul différentiel dans les evt, XV-3, 293.

VER EECKE P., Sur le groupe fondamental d'un feuilletage défini par une suspension, XXVII, 145.

VER EECKE P., Sur le groupe fondamental d'un feuilletage, XXV-4, 381.

VERSCHOREN, Cf. GARCIA,

VESENTINI E., Cf. ANDREOTTI.

VIET A.B., Convergence in some ringed toposes, XXXI, 245.

VILABOA, Cf. ALVAREZ.

VILABOA, Cf. ALVAREZ.

 

VILABOA, Cf. ALVAREZ.

VIRSIK J., On the holonomity of higher order connections, XII-2, 197.

VÎTA, Cf. BRIDGES.

VITALE E.M., Multi-bimodels, XL, 284.

VITALE E.M., Monoidal categories for Morita theory, XXXIII, 331.

VITALE E.M., On the characterization of monadic categories over Set, XXXV, 351.

VITALE E.M., The Brauer and Brauer-Taylor groups of a symmetric monoidal category, XXXVII, 91.

VITALE E.M., Cf. CENTAZZO.

VITALE E.M., Cf. GRAN.

VITALE E.M., Cf. GRANDJEAN.

VITALE E.M., Cf. MOENS.

VOEVODSKY, Cf. KAPRANOV.

VOGT, Cf. FIEDOROWICZ.

VOREADOU R., Some remarks on the subject of coherence, XV-4, 399.

 


W

 

WALTERS R.F.C., Sheaves and Cauchy-complete categories, XXII-3, 283.

WALTERS, Cf. JOHNSON.

WALTERS, Cf. SUN.

WAND M., Free, iteratively closed categories of complete lattices, XVI-4, 415.

WECK-SCHWARZ, Cf. ALDERTON.

WEIDENFELD G. & M., Faisceaux et complétions universelles, XV-1, 83.

WENDT M., The category of disintegration, XXXV, 291.

WILLMORE T.J., Generalized torsional derivations, I.

WILLMORE T.J., Global theorems on manifolds which admit connections, I.

WISCHNEWSKY M., A generalized duality theorem for structure functors, XXI-2, 191.

WISCHNEWSKY M., A lifting theorem for right adjoints, XIX-2, 155.

WISCHNEWSKY M., Categorical algebra in initialstructure categories, XV-4, 419.

WISCHNEWSKY M., Structure functors ..., XXII-3, 267.

WISCHNEWSKY M., Topologically-algebraic structure functors = full reflective or coreflective restrictions of semitopological functors, XX-3, 311.

WOLF J.A., Sur les revétements riemanniens, II.

WOLFF H., Cf. THOIEN.

WOLFF H., Fractional categories, XVl-2, 149.

WONG V.L., Cf. SPENCER.

WONG V.L., Chain homotopy pullbacks and pushouts, XXIII-3, 269.

WONG, Cf. GOLASIŃSKI,

WOOD J., Cf. CARBONI.

WOOD J., Cf. ROSEBRUGH.

WOOD J., Proarrows II, XXVI, 135.

WOOD R.J., Abstract proarrows I, XXIII-3, 279.

WRAITH G.C., Localic groups, XXII-1, 61.

WRAITH G.C., Using the generic interval, XXXIV, 259.

WYLER, Cf. EHRBAR.

 


Y

.

YANOFSKY, N.S., The Syntax of Coherence, XLI, 255.

YETTER D.N., Categories of modules in SDG, XXVIII, 161.

YETTER D.N., Cf. CRANE.

YETTER D.N., Models for Synthetic Supergeometry, XXIX, 87.

YOUNG SUN KIM, Cf. KUNG CHAN MIN.

YUEN P.C., Higher order frames and linear connections, XII-3, 333.


Z

 

ZILBER J.C., Local analytic rings, XXXI, 21.

ZILBER, Cf. DUBUC.

 

ZILBER, Cf. DUBUC.