John Disks and Extensions of Maps.
John disks and the pre-Schwarzian derivative.
John domains, quasidisks, and the Nehari class.
Jørgensen's inequality for discrete convergence groups.
Justification of the method of approximation of solutions to contact problems of filtration theory.
k-convexity in several complex variables
We define and investigate the notion of k-convexity in the sense of Mejia-Minda for domains in ℂⁿ and also that of k-convex mappings on the Euclidean unit ball.
Kernel convergence and biholomorphic mappings in several complex variables.
Kleinian groups, the Teichmueller space and Mostow's rigidity theorem.
Koebe Arcs and Quasiregular Mappings.
Koebe domain for certain analytic functions in the unit disc under the Montel normalization.
Koebe domains for univalent functions with real coefficients under Montel's normalization
Konforme Verheftung von Gebieten mit beschränkter Randdrehung.
Konstrukce „positivně reálných funkcí‟
Konvergenzbetrachtungen bei quasikonformen Abbildungen im ... mittels Sätzen von K. Strebel
Konvergenzsätze für Jacobi-Determinanten von n-dimensionalen quasikonformen Abbildungen
Kufarev's Method for Determining the Schwarz-Christoffel Parameters.
inequalities for the growth of polynomials with restricted zeros
Let be a polynomial of degree at most which does not vanish in the disk , then for and , Boas and Rahman proved In this paper, we improve the above inequality for by involving some of the coefficients of the polynomial . Analogous result for the class of polynomials having no zero in is also given.
Lagrange schwarzian derivative and symplectic Sturm theory
Laguerre-Like Methods for the Simultaneous Approximation of Polynomial Multiple Zeros
Laguerre-like methods with corrections for the inclusion of polynomial zeros.