Let Q(X) denote the Banach space of all holomorphic quadratic differentials on a hyperbolic Riemann surface X with finite L-norm.
Let Q(X) denote the Banach space of all holomorphic quadratic differentials on a hyperbolic Riemann surface X with finite L-norm.
记Q(X)为双曲黎曼曲面X上所有具有有限L-模的全纯二次微分所组成的Banach空间.