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Question on “publication List” for applying to post-doctoral jobs

Nov 1 '12 at 12:31 Rasmus 2,934

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556

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Is there a concept of Combined Teichmuller space for surfaces with both geodesic boundary and punctures/cusps

teichmuller-theory riemann-surfaces hyperbolic-geometry

Mar 30 '11 at 21:21 Ian Agol 58.4k

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742

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Examples of compact hyperbolic surfaces/manifolds with very small or very large eigenvalues

hyperbolic-geometry dg.differential-geometry riemann-surfaces

Jun 22 '10 at 20:15 Analysis Now 1,411

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911

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Is complex analytic extension of real-analytic diffeomorphism a diffeomorphism ?

cv.complex-variables complex-dynamics riemann-surfaces complex-geometry

Jul 6 '11 at 5:22 Analysis Now 1,411

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822

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Boundary behavior of a holomorphic function on $D$ ?

cv.complex-variables complex-geometry ca.classical-analysis-and-odes

Aug 15 '11 at 23:23 Analysis Now 1,411

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477

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A regularity question on the Beltrami equation $ f_\bar{z} =\mu . f_z$ on $D$

teichmuller-theory quasiconformal ap.analysis-of-pdes hyperbolic-geometry

Oct 22 '18 at 1:00 Community♦ 1

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392

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Characterization of the moduli space of the pair of pants in terms of the modules of the extremal ring domains

teichmuller-theory hyperbolic-geometry riemann-surfaces cv.complex-variables dg.differential-geometry

May 29 '12 at 5:20 Ian Agol 58.4k

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415

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Boundary regularity of the solution to the Beltrami equation

reference-request linear-pde ap.analysis-of-pdes teichmuller-theory quasiconformal

Nov 14 '11 at 22:40 Analysis Now 1,411

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158

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Regularity properties of the derivatives of a particular function on $D \times D\to \bar{D} $ ?

harmonic-analysis ap.analysis-of-pdes fourier-analysis ca.classical-analysis-and-odes teichmuller-theory

Jul 29 '11 at 3:36 Analysis Now 1,411

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453

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Is $\int_{t\in S^1} |t-\zeta|^{\alpha}p(z,t) |dt| \leq K|z-\zeta|^{\alpha}, 0< \alpha < 1$ for uniform $K$?

harmonic-analysis potential-theory ap.analysis-of-pdes elliptic-pde

Jul 11 '13 at 6:14 Community♦ 1

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775

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Length of shortest geodesic and Cheeger's isoperimetric constant for a special genus 2 surface

hyperbolic-geometry gt.geometric-topology dg.differential-geometry

Nov 22 '10 at 19:53 Ian Agol 58.4k

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468

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Two questions from Hubbard's Teichmuller theory book Vol I, P. 130 , Thm 4.4.1, ( QC maps )

teichmuller-theory hyperbolic-geometry quasiconformal riemann-surfaces

Jun 15 '11 at 20:48 Sylvain Bonnot 720

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258

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Boundary regularity of quasiconformal homeomorphisms of the unit disk ?

quasiconformal teichmuller-theory elliptic-pde ap.analysis-of-pdes

Nov 3 '12 at 11:09 Lasse Rempe 5,698

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281

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Teichmuller Theory question : Beltrami forms on hyperbolic Riemann surfaces whose lifts are smooth upto the boundary of $\mathbb{D}$

teichmuller-theory quasiconformal hyperbolic-geometry complex-dynamics

Jul 9 '12 at 2:27 Misha 29.1k

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Question on “publication List” for applying to post-doctoral jobs

Is there a concept of Combined Teichmuller space for surfaces with both geodesic boundary and punctures/cusps

Examples of compact hyperbolic surfaces/manifolds with very small or very large eigenvalues

Is complex analytic extension of real-analytic diffeomorphism a diffeomorphism ?

Boundary behavior of a holomorphic function on $D$ ?

A regularity question on the Beltrami equation $ f_\bar{z} =\mu . f_z$ on $D$

Characterization of the moduli space of the pair of pants in terms of the modules of the extremal ring domains

Boundary regularity of the solution to the Beltrami equation

Regularity properties of the derivatives of a particular function on $D \times D\to \bar{D} $ ?

Is $\int_{t\in S^1} |t-\zeta|^{\alpha}p(z,t) |dt| \leq K|z-\zeta|^{\alpha}, 0< \alpha < 1$ for uniform $K$?

Length of shortest geodesic and Cheeger's isoperimetric constant for a special genus 2 surface

Two questions from Hubbard's Teichmuller theory book Vol I, P. 130 , Thm 4.4.1, ( QC maps )

Boundary regularity of quasiconformal homeomorphisms of the unit disk ?

Teichmuller Theory question : Beltrami forms on hyperbolic Riemann surfaces whose lifts are smooth upto the boundary of $\mathbb{D}$