Article PDF
Avoid common mistakes on your manuscript.
References
Alguneid, A. R., Complete quadric primals in four-dimensional space.Proc. Math. Phys. Soc. Egypt.4 (1952), 93–104.
De Concini, C. andProcesi, C., Complete symmetric varieties. Invariant theory Proceedings Montecatini 1982,Springer Lecture Notes 996, 1983, 1–44.
Demazure, M., Limites de groupes orthogonaux ou symplictiques. Preprint 1980.
Finat, J. A., A combinatorial presentation of the variety of complete quadrics. Preprint 1985.
Kleiman, S. L.,Chasle’s enumerative theory of conics: A historical introduction. MAA Studies in mathematics, vol. 20, ed. A Seidenberg (1980), 117–138.
Kleiman, S. L., Tangency and duality. Kjöbenhavns univ. Preprint series no.11 (1985).
Kleiman, S. L. andThorup, A., Complete bilinear forms. Manuscript 1985.
Laksov, D., Notes on the evolution of complete correlations.Enumerative and classical algebraic geometry, Proceedings Nice 81. Birkhauser Progress in Math.24 (1982), 107–132.
Laksov, D., Completed geometrical objects. Manuscript 1985.
Semple, J. G., On complete quadrics (I).Journ. London Math. Soc.23 (1948), 258–267.
Semple, J. G., The variety whose points represent complete collineations ofS r onS′ r .Rend. di Mat. Univ. Roma10 (1951), 201–208.
Semple, J. G., On complete quadrics (II).Journ. London., Math. Soc.27 (1952), 280–287.
Severi, F., Sui fondamenti della geometria numerativa e sulla teoria delle caratteristiche.Atti del R. Inst. Veneto75 (1916), 1122–1162.
Severi, F., I fondamenti della geometria numerativa.Ann. di Mat.19 (1940), 151–242.
Tyrrell, J. A., Complete quadrics and collineations inS r .Mathematica3 (1956), 69–79.
Uzava, T., Equivariant compactifications of algebraic symmetric spaces. Preprint 1985.
Vainsencher, I., Schubert calculus for complete quadrics.Enumerative and classical algebraic geometry, Nice 1981. Birkhauser, Progr, Math.24 (1982), 199–235.
Vainsencher, I., Complete collineations and blowing up determinantal ideals.Math. Ann,267 (1984), 417–432.
Van der Waerden, B. L., Z.A.G. XV. Lösung des Charakteristikenproblems für Kegelschnitte.Math. Ann.115 (1938), 645–655.
Zeuthen, H. G., Géométrie énumérative.Encyclopedie des sciences mathématiques. Teubner. Leibzig, 1915.
Author information
Authors and Affiliations
Rights and permissions
About this article
Cite this article
Laksov, D. The geometry of complete linear maps. Ark. Mat. 26, 231–263 (1988). https://doi.org/10.1007/BF02386122
Received:
Issue Date:
DOI: https://doi.org/10.1007/BF02386122