In[Y,p.1146,1.35],it is stated that"PR#T2 has a two-fold cover that is T2".This is a mistake.As a result,[Y,Theorem 4.2]should be corrected as follows.The numbering of the references follows[Y].Theorem 4.2.L...In[Y,p.1146,1.35],it is stated that"PR#T2 has a two-fold cover that is T2".This is a mistake.As a result,[Y,Theorem 4.2]should be corrected as follows.The numbering of the references follows[Y].Theorem 4.2.Let M be a smooth complex surface of general type with c2(M)=3.Then M is an arithmetic complex two ball quotient.Moreover,M is either a fake projective plane or a Cartwright-Steger surface.Hence,there are altogether 101 such surfaces.Proof.The surface M has to be a complex two ball quotient BC2/Γas explained in[31,Proposition 2.1].展开更多
文摘In[Y,p.1146,1.35],it is stated that"PR#T2 has a two-fold cover that is T2".This is a mistake.As a result,[Y,Theorem 4.2]should be corrected as follows.The numbering of the references follows[Y].Theorem 4.2.Let M be a smooth complex surface of general type with c2(M)=3.Then M is an arithmetic complex two ball quotient.Moreover,M is either a fake projective plane or a Cartwright-Steger surface.Hence,there are altogether 101 such surfaces.Proof.The surface M has to be a complex two ball quotient BC2/Γas explained in[31,Proposition 2.1].
