Abstract
Let X be an n-dimensional smooth projective variety defined over the field of complex numbers, let L be an ample and spanned line bundle on X. Then we classify (X,L) with b2(X,L) = h2(X,ℂ)+1, where b2(X,L) is the second sectional Betti number of (X,L).
Citation
Yoshiaki Fukuma. "Classification of polarized manifolds by the second sectional Betti number." Hokkaido Math. J. 42 (3) 463 - 472, February 2013. https://doi.org/10.14492/hokmj/1384273393
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