La suffisante complétude connexe. Section B : théorie générale

F. Cury

Diagrammes (1994)

  • Volume: 31, page 1-80
  • ISSN: 0224-3911

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Cury, F.. "La suffisante complétude connexe. Section B : théorie générale." Diagrammes 31 (1994): 1-80. <http://eudml.org/doc/193047>.

@article{Cury1994,
author = {Cury, F.},
journal = {Diagrammes},
keywords = {rewrite systems; sufficient connected completeness; essentially algebraic theory; syntax; monad; Kleisli category; amphi-algebras; sesqui-algebras; 2-categories; locally cartesian categories; laxification},
language = {fre},
pages = {1-80},
publisher = {Université Paris 7, Unité d'enseignement et de recherche de mathématiques},
title = {La suffisante complétude connexe. Section B : théorie générale},
url = {http://eudml.org/doc/193047},
volume = {31},
year = {1994},
}

TY - JOUR
AU - Cury, F.
TI - La suffisante complétude connexe. Section B : théorie générale
JO - Diagrammes
PY - 1994
PB - Université Paris 7, Unité d'enseignement et de recherche de mathématiques
VL - 31
SP - 1
EP - 80
LA - fre
KW - rewrite systems; sufficient connected completeness; essentially algebraic theory; syntax; monad; Kleisli category; amphi-algebras; sesqui-algebras; 2-categories; locally cartesian categories; laxification
UR - http://eudml.org/doc/193047
ER -

References

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  1. [E.S.C.C.] F. Cury, Catégories lax-localement cartésiennes et catégories localement cartésiennes : un exemple de suffisante complétude connexe de sémantiques initiales, Diagrammes 25, Paris, 1991. Zbl0815.18004MR1142466
  2. [F.S.A.T.] F. W. Lawvere, Some algebraic problems in the context of functorial semanties of algebraic theories, Lect. Notes in Math. 61, Springer, 1968. Zbl0204.33802MR231882
  3. [S.A.D.C.] J. Bénabou, Structures algébriques dans les catégories, Cah. de Top. et Géom. Diff., Vol. X, l, Paris, 1968. Zbl0162.32602
  4. [S.C.C.A.] F. Cury, La suffisante complétude connexe, Section A : amphi-syntaxes, amphi-algèbres et sesqui-algèbres, Diagrammes 30, Paris, 1993. Zbl0857.18004MR1373511
  5. [S.C.C.C.] F. Cury, La suffisante complétude connexe, Section C : exemples, Diagrammes 32, Paris, (à paraître). Zbl0857.18007
  6. [T.A.E.P.] L. Coppey, Théories algébriques et extensions de préfaisceaux et compléments, Cah. de Top. et Géom. Diff., Vol. XIII, 1 et XIII, 4, Paris, 1972. Zbl0326.18005

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