Algebraic deformations of compact Kähler surfaces
The author proves a weakened version of \textit{K. Kodaira}'s result [Ann. Math. (2) 78, 1--40 (1963; Zbl 0171.19601)] namely: Theorem. A non-algebraic compact Kähler surface \(X\) with \(H^2(X,\Theta_X)= 0\) has arbitrarily small deformations which are algebraic. The proof makes no essentially no reference to the classification of surfaces.
scientific article; zbMATH DE number 5071438
scientific article