@article{RIUMI_2014_1_7_3_461_0, author = {Giuseppe Rosolini}, title = {Dagli insiemi alle categorie}, journal = {La Matematica nella Societ\`a e nella Cultura. Rivista dell'Unione Matematica Italiana}, volume = {7}, year = {2014}, pages = {461-480}, zbl = {1391.18001}, mrnumber = {3363743}, language = {it}, url = {http://dml.mathdoc.fr/item/RIUMI_2014_1_7_3_461_0} }
Rosolini, Giuseppe. Dagli insiemi alle categorie. La Matematica nella Società e nella Cultura. Rivista dell'Unione Matematica Italiana, Tome 7 (2014) pp. 461-480. http://gdmltest.u-ga.fr/item/RIUMI_2014_1_7_3_461_0/
[1] | MR 771116 | Zbl 0567.18001
, e (1984), Toposes triples and theories, Springer, Berlin.[2] Fibered categories and the foundations of naive category theory', Journal of Symbolic Logic, vol. 50, pp. 10-37. | MR 780520
(1985), `[3] | MR 1291599
(1995), Handbook of categorical algebra, 3 voll., Cambridge University Press, Cambridge.[4] Appendice: Univers', In et al., Théorie des topos et cohomologie etale des schémas, vol. 1, Springer, Berlin, pp. 185-217. | MR 354652
(1972), `[5] General theory of natural equivalences', Transactions of the American Mathematical Society, vol. 58, pp. 231-294. | MR 13131 | Zbl 0061.09204
, e (1945), `[6] Insiemi e classi', La matematica nella società e nella cultura - Rivista dell'Unione Matematica Italiana, vol. 2, pp. 415-424.
, e (2010), `[7] | MR 1071176 | Zbl 0698.18002
, e (1991), Categories, allegories, North Holland, Amsterdam.[8] Théorie de topos', In et al., Théorie des topos et cohomologie etale des schémas, vol. 1, Springer, Berlin, pp. 299-518. | MR 354652
, e (1972), `[9] | MR 2063092 | Zbl 1071.18001
(2002), Sketches of an elephant: A topos theory compendium, 2 voll., Clarendon Press, Oxford.[10] Adjoint functors', Transactions of the American Mathematical Society, vol. 87, pp. 294-329. | MR 131451 | Zbl 0090.38906
(1958), `[11] | MR 856915 | Zbl 0596.03002
, e (1986), Introduction to higher order categorical logic. Cambridge University Press, Cambridge.[12] | MR 3307165 | Zbl 1295.18001
(2014), Basic Category Theory, Cambridge University Press, Cambridge.[13] | MR 486039 | Zbl 0369.18001
(1977), Categorie, universi e princìpi di riflessione, Boringhieri, Torino.[14] | MR 1712872 | Zbl 0232.18001
(1971), Categories for the working mathematician, Springer, New York.[15]
(1977), Categorie nella pratica matematica, Boringhieri, Torino.[16] | MR 1712872 | Zbl 0906.18001
(1998), Categories for the working mathematician, Second edition, Springer, New York.[17] | MR 2730089 | Zbl 1165.18002
(2009), From a geometrical point of view. A study of the history and philosophy of category theory, Springer, New York.[18] | MR 1182992 | Zbl 0828.18001
(1995), Elementary categories, elementary toposes, Clarendon Press, Oxford.[19] On Grothendieck universes', Compositio Mathematica, vol. 21, pp. 1-3. | MR 244035 | Zbl 0175.00701
(1969), `