Now showing items 1-1 of 1

    • A new inequality on the Hodge number of algebraic surfaces 

      Lu, Jun; Tan, Sheng-Li; Yu, Fei; Zuo, Kang; 路君 (SPRINGER, 2014 FEB)
      We get a new inequality on the Hodge number of fibred algebraic complex surfaces , which is a generalization of an inequality of Beauville. Our inequality implies the Arakelov type inequalities due to Arakelov, Faltings, ...