Continuous families : categorical aspects

 Access to full text

 Full (PDF)

1. 1 Adams, J.F., Infinite loop spaces, Ann. of Math. studies90, Princeton Univ. Press (1978). Zbl0398.55008MR505692
2. 2 Artin, M., Grothendieck, A., & Verdier, J.L., Exposés I à IV, Théorie des topos et cohomologie étale des schémas, Lecture Notes in Math.269, Springer (1972). Zbl0234.00007MR354653
3. 3 Benabou, J., Théories relatives à un corpus, C. R. Acad. Sc. Paris281A (1975), 833. Zbl0349.18005MR393180
4. 4 Bourbaki, N., General Topology, I, Hermann, Paris. 
5. 5 Diaconescu, R., Change of base for toposes with generators, J. Pure and ApliedAlgebra6 (1975), 191-218. Zbl0353.18002MR379627
6. 6 Ehresmann, C., Catégories topologiques et catégories différentiables, Coll. Géom. Diff. Globale Bruxelles1959, dans « Charles Ehresmann: Œuvres complètes et commentées», Part I, Amiens1983. Zbl0205.28202
7. 7 Ehresmann, C., Catégories topologiques I- III, Indig. Math.28-1 (1966) dans Charles Ehresmann: Oeuvres complètes et commentées, Part II- 2, 1982. Zbl0163.26802MR215766
8. 8 Gray, J.W., Fragments of the history of sheaf theory, SpringerLecture Notes in Math. 753 (1979), 1- 79. Zbl0436.55002MR555539
9. 9 Gunning, R.C., Lecture notes on Riemann surfaces, Princeton University Press, 1966. Zbl0175.36801MR207977
10. 10 Kennison, J.F., Separable algebraic closure in a topos, To appear. Zbl0486.18010MR647577
11. 11 Lawvere, F.W., Variable quantities and variable structures in topoi, in A collection of papers in honor of Samuel Eilenberg, Academic Press, 1976. Zbl0353.02043MR419232
12. 12 Lever, D.B., Precategory objects of toposes, To appear. Zbl0569.18006MR772160
13. 13 Milnor, J., & Stasheff, J., Characteristic classes, Princeton Univ. Press and University of Tokyo, 1974. Zbl0298.57008MR440554
14. 14 Niefield, S.B., Cartesianness: topological spaces, uniform spaces, and affine schemes, J. Pure and AppliedAlgebra23 (1982), 147-167. Zbl0475.18011MR639571
15. 15 Pare, R., Indexed categories and generated topologies, J. Pure and Applied Algebra19 (1980), 385- 400. Zbl0444.18003MR593260
16. 16 Pare, R., & Schumacher, D., Abstract families and the adjoint functor theorem, Lecture Notes in Math.661, Springer (1978), 1-125. Zbl0389.18002MR514193
17. 17 Spanier, E., Quasi-topologies, Duke Math. J.30 (1963), 1- 14. Zbl0114.38702MR144300
18. 18 Tierney, M., Sheaf theory and the continuum hypothesi s, Lecture Notes in Math.274, S pringer (1974), 13 - 42. Zbl0244.18005MR373888

1. David Buhagiar, The Tamano Theorem in $ℳAP$