Ausgewählte Veröffentlichungen

1. C. Banica und O. Forster, Multiplicity structures on space curves, Algebraic geometry, Proc. Lefschetz Centen. Conf., Mexico City/Mex. 1984, Part I, Contemp. Math. 58 (1986), 47-64

2. G. Elencwajg und O. Forster, Vector bundles on manifolds without divisors and a theorem on deformations, Ann. Inst. Fourier 32, No.4 (1982), 25-51

3. O. Forster, Power series methods in deformation theory, Several Complex Variables. Proc. Symp. Pure Math. Vol. 30, pt 2 (1977), 199-217

4. O. Forster, Complete intersections in affine algebraic varieties and Stein spaces, Complete intersections, Lect. 1st Sess. C.I.M.E., Acireale/Italy 1983, Lect. Notes Math. 1092 (1984), 1-28

5. O. Forster, Gauß-Bonnet theorems in complex analysis, Symposia Gaussiana, Proc of the 2nd Gauss Symposium, Conf. A, (ed. by Behara, Fritsch, Lintz), 451-457. De Gruyter Verlag, 1995

6. O. Forster, Algorithmische Zahlentheorie, Vieweg-Verlag, ersch. Ende 1996

7. O. Forster und K. Stein, Entwicklungen in der komplexen Analysis mehrerer Veränderlichen, Perspectives in mathematics, Anniv. Oberwolfach 1984, 191-214. Birkhäuser Verlag (1984)

8. O. Forster und K. Wolffhardt, A theorem on zero schemes of sections in two-bundles over affine schemes with applications to set theoretic intersections, Singularities, representation of algebras, and vector bundles, Proc. Symp., Lambrecht/Pfalz/FRG 1985, Lect. Notes Math. 1273 (1987), 372-383

9. H.W. Schuster, Zur Theorie der Deformationen kompakter komplexer Räume, Inventiones Math. 9 (1970), 284-294

10. H.W. Schuster, Locally free resolutions of coherent sheaves on surfaces, J. Reine Angew. Math. 337 (1982), 159-165

11. H.W. Schuster und A. Vogt, The moduli of quotients of a compact complex space, J. Reine Angew. Math. 364 (1986), 51-59

12. K. Stein, Zur Abbildungstheorie in der komplexen Analysis, Jahresber. Dtsch. Math.-Ver. 95, No.3 (1993)

13. K. Wolffhardt, Topologische Garben, Bayer. Akad. Wiss., Math.-naturw. Kl., S.-ber. 1975 (1976), 121-133

14. K. Wolffhardt, Zur lokalen Hochschild-Homologie eines komplexen Raums, Manuscr. Math. 37 (1982), 27-47