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math.CV2004★ 10 cited
Weil-Petersson metric on the universal Teichmuller space II. Kahler potential and period mapping
Leon A. Takhtajan, Lee-Peng Teo
We study the Hilbert manifold structure on -- the connected component of the identity of the Hilbert manifold T(1). We characterize points on in terms of Bers…
math.CV2002★ 7 cited
Velling-Kirillov metric on the universal Teichmuller curve
Lee-Peng Teo
We extend Velling's approach and prove that the second variation of the spherical areas of a family of domains defines a Hermitian metric on the universal Teichmuller curve, whose…