Fascicule 1 | ||
GRANDIS Marco The topology of critical processes, i (processes and models) | ||
BERTRAND Christine et DE GLAS Michel V Omega-Ensembles et ensembles empiriques revisites | ||
PENON Jacques L'enrichissement et ses differents points de vue, I | ||
Fascicule 2 | ||
ARAUJO Manuel, Computads and String diagrams for N-Sesquicategories | ||
M. ABBADINI, G. BEZHANISHVILI & L. CARAI, MacNeille Completions of Subordination algebras | ||
LESTER Cynthia , Covers in the canonical Grothendieck Topology | ||
Fascicule 3 | ||
PENON Jacques, L'Enrichissement et ses differents points de vue, II | ||
G. JANELIDZE & M. S0BRAL, Strict monadic topology, II : Descent for closure spaces | ||
E. RIEHL & D. VERITY, Cartesian Exponentiation and Monadicity | ||
Fascicule 4 | ||
P.-L. CURIEN & G. LAPLANTE-ANFOSSI, Topological proofs of Categorical Coherence | ||
Leonid POSITSELSKI, Notes on Limits of accessible Categories | ||
Marco GRANDIS, The topology of critical processes, II (The fundamental category) | ||
Fascicule 1 | ||
COOK & WEISS, Limits of topological spaces as enriched categories, 3 | ||
M. SHULMAN, The derivator of setoids, 29 | ||
BENKHADRA & STUBBE, A logical analysis of fixpoints Theorems, 97 | ||
Fascicule 2 | ||
A. M. CEGARRA, Double groupoids and Postnkov invariants, | ||
P. GAUCHER, Comparing the non-unital and unital settings for directed homotopy, 176 | ||
IKONICOFF and LEMAY, Cartesian differential comonads and new models of Cartesian differential categories, 198 | ||
Fascicule 3 | ||
T. KENNEY, Stone duality for topological convexity spaces, 243 | ||
A. SHARMA, Picard groupoids and Gamma-categories, 287 | ||
SALDANA MONCADA and WEINGART, Functoriality of principal bundles and connections 325 | ||
Fascicule 4 | ||
E. CHENG & T. TRIMBLE, The universal
operad acting on loop spaces, and generalisations 363 BEZHANISHVILI, CARAI,
AND MORANDI, A new proof of the Joyal-Tierney Theorem 425 |
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Fascicule 1 | ||
T. D. DÉCOPPET, Weak Fusion 2-categories, 3 | ||
J. J. XARES, A pretorsion theory for the category of all categories, 25 |
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F. BAR, Affine connections and second-order affine structures, 35 | ||
FATELO & MARTINS-FERREIRA, Mobi spaces and geodesics for the N-sphere, 59 | ||
A. J. PARZYGNAT, A functorial characterization of Von Neumann entropy, 89 |
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Fascicule 2 | ||
W. BERTRAM & J. HAUT, A functorial approach to Differential Calculus, 131 | ||
JACQUES PENON, Une classe d'exemples de ?-caté- gories faibles au sens de Batanin, 163 | ||
L. MOSER, M. SARAZOLA & P. VERDUGO, A 2-category model structure for double categories, 184 | ||
Fascicule 3 | ||
ANDERS KOCK, Heron's formula, and volume forms, 239 | ||
T. CLINGMAN & L. MOSER , Bi-initial objects and bi-representations are not so different, 259 | ||
FRANCIS BORCEUX, Jean Bénabou (1932-2022) : The man and the mathematician, 331 | ||
Fascicule 4 | ||
G. LOPEZ-CAFAGGI, Torsion theories of simplicial groups with truncated Moore complex, 343 | ||
R.F. KAUFMANN & A.M. MEDINA-MARDONES, A combinatorial E00-algebra structure on cubical cochains and the Cartan-Serre map, 387 | ||
JENS HEMELAER, Some toposes over which essential implies locally connected, 425 | ||
Fascicule 1 | ||
J. PENON, Pureté de la monade de Batanin, II | ||
I. DELL'AMBROGIO & J. HUGLO, On the comparison of spans and biset | ||
A. EHRESMANN & R. GUITART, Christian LAIR (1945-2020). Bibliographie | ||
Fascicule 2 | ||
G. CRUTTWELL, J.-S. PACAUD LEMAY & R. LUCYSHYN-WRIGHT, Integral and Differential structure on the free C*-ring modality | ||
Nesta VAN DER SCHAAF, Diffeological Morita Equivalence | ||
E. DUBUC & R. STREET, Corrections to : A construction of 2-filtered bicolimits of categories | ||
Fascicule 3 | ||
J. ORENDAIN, Globularly generated double categories. II: The canonical double projection | ||
W. RUMP, The ample closure of the category of locally compact abelian groups | ||
S. HASSOUN, A. SHAH & S-A. WEGNER, Examples and non-examples of integral categories and the admissible intersection property. | ||
P. KARAZERIS & K. TSAMIS, Regular and effective regular categories of locales | ||
Fascicule 4 | ||
D. BOURN, A Mal'tsev glance at the fibration (- )_0: Cat E -> E of internal categories | ||
G. MARELLI, A sketch for derivators |
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M. MENNI, A basis Theorem for 2-rigs and rig Geometry | ||
F. MYNARD, Order convergence and convergence in the Interval Topology in the presence of Compactoidness , | ||
Fascicule 1 | ||
D. DEWOLF & D. PRONK, A double categorical view on representations of Etendues | ||
J. PENON, Pureté de la monade de Batanin, I | ||
Fascicule 2 | ||
R. STREET, Polynomials as Spans | ||
A. CAMPBELL & E. LANARI, On Truncated Quasi-categories | ||
P. GAUCHER, Flows
revisited: The Model Category Structure and its left Determinedness
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Fascicule 3 | ||
M. KARVONEN, Biproducts without pointedness | ||
P. BERTOZZINI, R. CONTI, W. LEWKEERATIYUTKUL & N. SUTHICHITRANONT, On strict Higher C*-Categories | ||
Fascicule 4 | ||
S. DUGOWSON, Interacting open dynamics 351 | ||
V. ARAVANTINOS-SOTIROPOULOS, Projective covers of 2-star-permutable categories | ||
D. J. EMMENEGGER, The fullness axiom and exact completion of homotopy categories | ||
D. BLAZQUEZ-SANZ, C. A. MARIN ARANGO & J. F. RUIZ CASTRILLON, A simplified categorical approach to several Galois theories | ||
TABLE OF CONTENTS OF VOLUME LXI | ||
Fascicule 1 | ||
M. MENNI, Every sufficiently cohesive topos is infinitesimally generated | ||
T. COTTRELL, A study of Penon weak n-categories, Part 2: A multisimplicial nerve construction | ||
Fascicule 2 | ||
NAKAOKA & PALU, Extriangulated categories, Hovey twin cotorsion pairs and model structures. | ||
HESSE & VALENTINO, The Serre automorphism via homotopy actions and the cobordism hypothesis for oriented manifolds | ||
Fascicule 3 |
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E. DUBUC & A. KOCK, Column Symmetric Polynomials | ||
M. GRANDIS & R. PARE, Persitent Double Limits | ||
J. PENON, Compatibilité entre deux conceptions d'Algèbre sur une Opérade | ||
W. THOLEN, Lax Distributive Laws for Topology, I | ||
Fascicule 4 | ||
P.-A. JACQMIN, Partial algebras and Embedding Theorems for (weakly) Mal'tsev Categories and Matrix conditions | ||
S. B. NIEFIELD & D.A. PRONK, Internal groupoids and Exponentiability | ||
R. RODELO & I. TCHOFFO NGUEFEU, Goursat Completions | ||
F. MARMOLEJO & M. MENNI, Level Epsilon | ||
TABLE of CONTENT of Volume LX 2019 | ||
Fascicule 1 | ||
A.C. EHRESMANN, The 60 first years of the "Cahiers" | ||
COCKETT & CRUTTWELL, Differential bundles and fibrations for tangent categories | ||
Fascicule 2 | ||
ROBERTS & VOZZO, Smooth loop stacks of differentiable stacks and gerbes, 95 | ||
D. BOURN, Suprema of equivalence relations and non-regular Goursat categories, 142 | ||
Fascicule 3 | ||
T. COTTRELL, A study of Penon n-weak categories, Part I: Monad Interleaving, 197 | ||
FIORENZA, SCHREIBER & VALENTINO, Central Extensions of Mapping Class Groups from Characteristic Classes 260 | ||
NEW BOOKS, 299 | ||
Fascicule 4 | ||
HOFMANN & STUBBE, Topology from enrichment: The curious case of partial metrics, 307 | ||
C. VASILAKOPOULOU, On enriched fibrations, 354 | ||
HAMMACK & KAINEN, Cooperative properties and connected sum, 388 | ||
TAC, Contents of Volume 32 (2017), 405 | ||
Fascicule 1 | ||
GRANDIS & PARE, Adjoints for multiple categories (on weak and lax multiple categories, III), 3 | ||
M. BARR, On certain topological *-autonomous categories, 49 | ||
R. GUITART, Autocategories: III. Representations, and expansions of previous examples, 67 | ||
Fascicule 2 | ||
MAY, ZAKHAREVICH AND STEPHAN, The homotopy theory of equivariant posets, 82 | ||
A. KOCK, Affine combinations in affine schemes, 115 | ||
AOKI & KURIBAYASHI, On the category of stratifolds, 131 | ||
Fascicule 3&4 | ||
AVERTISSEMENT/ANNOUNCEMENT, 163 | ||
GRANDIS, G. JANELIDZE & MARKI, Two- and one-dimensional combinatorial exactness structures in Kurosh-Amitsur radical theory, I, 165 | ||
Sean TULL, Condition for an n-permutable category to be Mal'tsev, 189 | ||
GRANDIS & PARE, A multiple category of multiple lax-categories, 195 | ||
S. VICKERS, Arithmetic universes and classifying toposes, 213 | ||
Fascicule 1 | ||
CHRISTENSEN & ENXIN WU, Tangent spaces and tangent bundles for diffeological spaces, 3 | ||
HOSSEINI & QASEMI NEZHAD, Equalizers in Kleisli categories, 51 | ||
Fascicule 2 | ||
T. JANELIDZE-GRAY, Calculus of E-Relations in incomplete relatively regular categories, 83 | ||
GRANDIS & PARE, An introduction to multiple categories (On weak and lax multiple categories, I) 103 | ||
Fascicule 3 | ||
GRANDIS & PARE, Limits in multiple categories (On weak and lax multiple categories, II), 163 | ||
W. RUMP, The completion of a quantum B-algebra, 203 | ||
N. GILL, On a conjecture of Degos, 229 | ||
Fascicule 4 | ||
BLUTE, LUCYSHYN-WRIGHT & O'NEILL Derivations in codifferential categories, 243 | ||
J. BOURKE, Note on the construction of globular weak omega-groupoids from types, topological spaces..., 281 | ||
W. THOLEN, A mathematical tribute to Reinhard Börger, 295 | ||
A. KOCK, Duality for
generic algebras 2
|
||
D. ARA, Structures de
catégorie de modèles à la Thomason sur la catégorie des 2 -catégories
strictes 83 |
||
BARR, KENNISON &RAPHAEL,
On reflective and coreflective hulls 162 |
||
P. GAUCHER, The geometry
of cubic al and regular transition systems |
||
DESCOTTE & DUBUC, A
theory of 2-pro-objects 2 |
||
MARTINS-FERREIRA& VAN
DER LINDEN, Categories vs. groupoids via generalised Mal’tsev properties
83 |
||
D. GARRAWAY, Q-valued
sets and relational sheaves 161 |
||
EHRESMANN, GRAN & GUITART,
New editorial Board of the "Cahiers" 242 |
||
E. CHENG, A direct proof
that the category of 3-computads is not cartesian closed 3 |
||
Fascicule 2 : 1er fascicule dédié à René Guitart |
||
FOREWORD. PUBLICATIONS
de René GUITART 85 |
||
Fascicule 3 : 2ème fascicule dédié à René Guitart |
||
BOURN, MARTINS-FERREIRA
& VAN DER LINDEN, A characterisation of the "Smith is Huq" condition in
the pointed Mal'tsev setting 163 |
||
Fascicule 4 : 3ème fascicule dédié à René Guitart |
||
D. BOURN, Normality,
commutation and suprema in the regular Mal'tsev and protomodular settings
243 |
||
G. MALTSINIOTIS, Carrés
exacts homotopiques et dérivateurs 3 |
||
M.L. del HOYO, On the
homotopy type of a (co)fibred category 82 |
||
K. WALDORF, Transgression
to loop spaces and its inverse, I: Diffeological bundles and fusion maps
162 |
||
FIORE, GAMBINO & J.
KOCK, Double adjunctions and free monads 242 |
||
KASANGIAN, METERE &
VITALE, The Ziqqurath of exact sequences of n-groupoids 2 |
||
Fascicule 2 | ||
CHENG & GURSKI, The
periodic table of n-categories II: Degenerate tricategories 82 |
||
G. SEAL, On the monadic
nature of categories of ordered sets 163 |
||
DUBUC & YUHJTMAN, A
construction of 2-cofiltered bilimits of topoi 242 |
||
Fascicule 1: 3nd issue dedicated to F. Borceux | ||
ADAMEK & SOUSA, On quasi-equations
on loc ally presentable categories II:Alogic 3 |
||
Fascicule 2: 3nd issue dedicated to F. Borceux |
||
E. VITALE, Bipullbacks
and calculus of fractions 83 |
||
Fascicule 3 | ||
J.R.A. GRAY, Representability
of the strict extension functor for categories of generalized Lie algebras
(dedicated to F.Borceux) 162 |
||
Fascicule 4 | ||
W. RUMP, Objective categories
and schemes 243 |
||
VOLUME L (2009)
|
||
Fascicule 1: 3nd issue dedicated to J. Adámek | ||
KARAZERIS & VELEBIL,
Representability relative to a doctrine 3 |
||
Fascicule 2 | ||
E. CHENG & M. MAKKAI,
A note on the Penon definition of n-category 83 Information on the electronic Journal TAC 155 |
||
Fascicule 3: 1st issue dedicated to F. Borceux | ||
FOREWORD 163 |
||
Fascicule 4: 2nd issue dedicated to F. Borceux | ||
M. GRANDIS, Limits in
symmetric cubical categories (On weak cubical categ ories, II) 242 |
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