Search and download archives of mathematical journals

 
 
  Table of contents for this issue | Previous article | Next article
Lawson, Mark V.
Constructing ordered groupoids. Cahiers de Topologie et Géométrie Différentielle Catégoriques, 46 no. 2 (2005), p. 123-138
Full text djvu | pdf | Reviews MR 2153893 | Zbl 02235219

stable URL: http://www.numdam.org/item?id=CTGDC_2005__46_2_123_0

Bibliography

[1] A. Clifford, A class of d-simple semigroups, Amer. J. Math. 75 (1953), 547-556.  MR 56597 |  Zbl 0051.01302
[2] P. Dehornoy, Structural monoids associated to equational varieties, Proc. Amer. Math. Soc. 117 (1993), 293-304.  MR 1107919 |  Zbl 0776.08006
[3] C. Ehresmann, Oeuvres complètes et commentées, (ed A. C. Ehresmann) Supplements to Cahiers de Topologie et Géométrie Différentielle Amiens, 1980-83.
[4] N.D. Gilbert, HNN extensions of inverse semigroups and groupoids, to appear in J. Alg.  MR 2029025 |  Zbl 1041.20042
[5] J.-Y. Girard, The geometry of interaction III: accommodating the additives, in Advances in linear logic (eds J.-Y. Girard, Y. Lafont, L. Regnier) Cambridge University Press, 1995.  MR 1356021 |  Zbl 0828.03027
[6] J. Kellendonk, M.V. Lawson, Partial actions of groups, Inter. J. of Alg. and Computation 14 (2004), 87-114.  MR 2041539 |  Zbl 1056.20047
[7] H. Lausch, Cohomology of inverse semigroups, J. Alg. 35 (1975), 273-303.  MR 382521 |  Zbl 0318.20032
[8] M.V. Lawson, Inverse semigroups: the theory of partial symmetries, World Scientific, 1998.  MR 1694900 |  Zbl 1079.20505
[9] M.V. Lawson, Constructing inverse semigroups from category actions, J. of Pure and Applied Alg. 137 (1999), 57-101.  MR 1679075 |  Zbl 0933.20048
[10] M.V. Lawson, J. Matthews, T. Porter, The homotopy theory of inverse semigroups, Inter. J. of Alg. and Computation 12 (2002), 755-790.  MR 1949696 |  Zbl 1050.55004
[11] M.V. Lawson, E*-unitary inverse semigroups, in Semigroups, algorithms, automata and languages (eds G. M. S. Gomes, J.-E. Pin, P. V. Silva) World Scientific, 2002, 195-214.  MR 2023788 |  Zbl 1061.20056
[12] M.V. Lawson, Left cancellative categories and ordered groupoids, Semigroup Forum 68 (2004), 458-470.  MR 2050902 |  Zbl 1053.18001
[13] M.V. Lawson, B. Steinberg, Etendues and ordered groupoids, Cahiers de Topologie et Géométrie Différentielle Catégoriques XLV (2004), 82-108.
Numdam |  MR 2072933 |  Zbl 1060.18002
[14] M.V. Lawson, A correspondence between balanced varieties and inverse semigroups, Submitted.
[15] J. Leech, Constructing inverse semigroups from small categories, Semigroup Forum 36 (1987), 89-116.
Article |  MR 902733 |  Zbl 0634.18002
[16] M. Loganathan, Cohomology of inverse semigroups, J. Alg. 70 (1981), 375-393.  MR 623815 |  Zbl 0465.20063
[17] A.L.T. Paterson, Groupoids, inverse semigroups, and their C*-algebras, Birkhäuser, 1998.
[18] J. Renault, A groupoid approach to C*-algebras, Lecture Notes in Mathematics 793, Springer-Verlag, Berlin, 1980.  MR 584266 |  Zbl 0433.46049
[19] B. Steinberg, Factorization theorems for morphisms of ordered groupoids and inverse semigroups, Proc. Edinburgh Math. Soc. 44 (2001), 549-569.  MR 1875768 |  Zbl 0990.20043
Copyright Cellule MathDoc 2014 | Credit | Site Map