Addendum received on 7 February 1996 from the author
Updates of References:
[DNV] Dillen, F., Nomizu, K., Vranken, L.: Conjugate connections and
Radon's theorem in Affine Differential Geometry., Monatshefte
fur Math. 109 (1990) N3, 221--231.
[GI] Ganchev, G., Ivanov, S.: Connections and curvatures on complex
Riemannian manifolds, Internal Report IC/91/41, I.C.T.P.
Trieste 1991.
[I1] Ivanov, S.: On dual-projectively flat affine connections.,
Journal of Geometry 53 (1995), 89-99.
[I2] Ivanov, S.: On the fundamental theorem for non-degenerate
complex affine hypersurface immersions., to appear.
[K] Kurose T.: On the realization of Statistical manifolds in
Affine space, Preprint Fukuoka Univ. 1991.
[NP] Nomizu, K., Podesta, F.: On the Cartan-Norden theorem for
affine Kaehler immersions., Nagoya Math. J. 121 (1991), 127--135.
[NPP] Nomizu, K., Pinkall, U., Podesta, F.: On the geometry of
affine Kaehler immersions., Nagoya Math. J. 120 (1990), 205--222.
[O] Opozda, B.: Equivalence theorem for complex affine
hypersufaces., Results in Math. 27 (1995), 316--327.
[Scho] Schouten, J.A.: Ricci Calculus, 2nd ed., Springer 1954.
[Si] Simon, U.: The fundamental theorem in affine hypersurface
theory, Geom. Ded. 26 (1988), 125--137.
[T] Tashiro, Y.: On holomorphically projective correspondence in
an almost complex space, Math. J. Okayama Univ. 6 (1957) N2,
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[Y] Yano, K.: Differential geometry on complex and almost
complex spaces, Pergamon Press 1965.
Author's address:
Stefan Ivanov
University of Sofia,
Faculty of Math. and Inf.,
Department of Geometry,
bul. James Bauchier 5,
1126 Sofia, BULGARIA.
E-mail: ivanovsp@fmi.uni-sofia.bg