The compactified Jacobian

 Access to full text

 Full (PDF)

1. [1] A. ALTMAN, A. IARROBINO and S. KLEIMAN, Irreducibility of the Compactified Jacobian, Singularities of Real and Complex Maps (Proceedings of the Nordic Summer School, Oslo, Vol. 76, 1977, pp. 1-12, P. Holm, Ed., Sijthoff and Noordhoff). Zbl0415.14014MR58 #16650
2. [2] A. ALTMAN and S. KLEIMAN, Algebraic Systems of Linearly Equivalent Divisor-like Subschemes (Composito Math., Vol. 29, 1974, pp. 113-139). Zbl0337.14009MR51 #12843
3. [3] H. BASS, On the Ubiquity of Gorenstein Rings (Math. Zeit., Vol. 82, 1963, pp. 8-28). Zbl0112.26604MR27 #3669
4. [4] J. BRIANÇON, Description of Hilbn ℂ {X, Y} (Inventiones Math., Vol. 41, 1977, pp. 45-89). Zbl0353.14004MR56 #15637
5. [5] J. L. COOLIDGE, A Treatise on Algebraic Plane Curves, Dover Publications, 1959. Zbl0085.36403MR22 #11302
6. [6] C. D'SOUZA, Compactification of the Generalized Jacobian, [Thesis, Bombay University, 1974 (to appear in Proc. Ind. Academy of Sciences)]. 
7. [7] J. FOGARTY, Fixed Point Schemes (Amer. J. Math., Vol. 188, 1977). 
8. [8] J. FOGARTY, Families on an Algebraic Surface (Amer. J. Math., Vol. 90, 1968, pp. 511-521). Zbl0176.18401MR38 #5778
9. [9] G. HORROCKS, Fixed Point Schemes of Additive Group Actions (Topology, Vol. 8, 1969, pp. 233-242). Zbl0159.22401MR39 #5578
10. [10] A. IARROBINO, Punctual Hilbert Schemes (Mem. A.M.S., Vol. 188, 1977). Zbl0355.14001MR58 #5667
11. [11] D. MUMFORD, Further Comments on Boundary Points, Preprint, A.M.S. Summer Institute, Woods Hole, 1964. 
12. [12] C. J. REGO, A Note on One Dimensional Gorenstein Rings (J. Pure and Appl. Algebra, Vol. 12, 1978, pp. 111-115). Zbl0374.13016MR80c:14009
13. [13] C. J. REGO, Deformation of Singular Curves (to appear). Zbl0656.14007
14. [14] J.-P. SERRE, Groupes algébriques et corps de classes, Hermann, Paris, 1959. Zbl0097.35604MR21 #1973

1. A. Soucaris, The ampleness of the theta divisor on the compactified jacobian of a proper and integral curve
2. E. Ballico, C. Fontanari, On the existence of special divisors on singular curves
3. Graeme Segal, George Wilson, Loop groups and equations of KdV type