本文選題：hyperbolic + trivial　； 參考：《中國科學(xué):數(shù)學(xué)》2017年04期

【摘要】：正Teichmüller space of negatively curved metrics on complex hyperbolic manifolds is not contractible FARRELL F.ThomasSORCAR Gangotryi Abstract We prove that for all n=4k-2 and k≥2 there exists a closed smooth complex hyperbolic manifold M with real dimension n having non-trivialπ_1(T~(0)(M)).T~(0)(M)denotes the Teichmüller space of all negatively
[Abstract]:Is Teichm space of negatively curved metrics ller on complex hyperbolic manifolds is not contractible FARRELL F.ThomasSORCAR Gangotryi Abstract We prove that for all n=4k-2 and K there exists a closed smooth = 2 complex hyperbolic manifold M with real dimension n having non-trivial PI _1 (T~ (0) (M)).T~ (0) (M) denotes the Teichm ller space of all negatively.

【分類號】：Z89

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