-type quotient modules on the torus.
Nachtrag zu meiner Arbeit: Zum Schwarzschen Lemma.
Natural algebraic representation formulas for curves in ℂ³
We consider several explicit examples of solutions of the differential equation Φ₁’²(z) + Φ₂’²(z) + Φ₃’²(z) = d²(z) of meromorphic curves in ℂ³ with preset infinitesimal arclength function d(z) by nonlinear differential operators of the form (f,h,d) → V(f,h,d), V = (Φ₁,Φ₂,Φ₃), whose arguments are triples consisting of a meromorphic function f, a meromorphic vector field h, and a meromorphic differential 1-form d on an open set U ⊂ ℂ or, more general, on a Riemann surface Σ. Most of them are natural...
Navigating moduli space with complex twists
We discuss a common framework for studying twists of Riemann surfaces coming from earthquakes, Teichmüller theory and Schiffer variations, and use it to analyze geodesics in the moduli space of isoperiodic 1-forms.
Necessary and sufficient conditions for the Bernstein inequality.
NED sets on a hyperplane.
Nehari functions and rates of growth of the Poincaré density.
Neighborhoods of a certain class of analytic functions with negative coefficients.
Neighborhoods of a class of analytic functions with negative coefficients.
Neighborhoods of certain analytic functions with negative coefficients.
Neighborhoods of certain classes of analytic functions of complex order.
Neighborhoods of certain classes of analytic functions with negative coefficients.
Neighborhoods of starlike and convex functions associated with parabola.
Neighborhoor and partial sum property for univalent holomorphic functions in terms of Komatu operator.
Neighbourhoods and partial sums of starlike functions based on Ruscheweyh derivatives.
Neighbourhoods of meromorphic functions and Hadamard products
Neue Abschätzungen zur konformen Abbildung ein- und mehrfach zusammenhängender Bereiche [Book]
Nevanlinna Theory, Diophantine Approximation, and Numerical Analysis.
Nevanlinna theory for the difference operator.
Nevanlinna theory, Fuchsian functions and Brownian motion windings.
Atsuji proposed some integrals along Brownian paths to study the Nevanlinna characteristic function T(f,r) when f is meromorphic in the unit disk D. We show that his criterios does not apply to the basic case when f is a modular elliptic function. The divergence of similar integrals computed along the geodesic flow is also proved. (A)