JournalszaaVol. 13, No. 2Volume 13, No. 2 (1994) Zeitschrift für Analysis und ihre Anwendungenpp. 181–189On the Nakano Individual ConvergenceR. Zaharopolpp. 191–197On Stationary Incompressible Norton Fluids and some Extensions of Korn’s InequalityMartin Fuchspp. 199–207Perron’s Method and Barrier Functions for the Viscosity Solutions of the Dirichlet Problem for some Non-Linear Partial Differential EquationsM. RamaswamyS. Ramaswamypp. 209–231Asymptotic Formulas for Small Sessile DropsErich Miersemannpp. 233–260A Schur Type Analysis of the Minimal Unitary Hubert Space Extensions of a Krein Space Isometry whose Defect Subspaces are Hubert SpacesAad DijksmaS.A.M. MarcantogniniH.S.V. de Snoopp. 261–305Spectral Estimates for Compact Hyperbolic Space Forms and the Selberg Zeta Function for p-Spectra IIReinhard Schusterpp. 307–327On the Existence of Holomorphic Functions Having Prescribed Asymptotic ExpansionsM. ValdiviaJean Schmetspp. 329–345Spline Approximation Methods Cutting Off SingularitiesSteffen Rochpp. 347–358On the Oscillatory Behaviour of Solutions of Second Order Nonlinear Difference EquationsE. ThandapaniS. Pandianpp. 359–364On a Representation of the General Solution of a Functional-Differential EquationM. DrakhlinE. Litsyn
pp. 191–197On Stationary Incompressible Norton Fluids and some Extensions of Korn’s InequalityMartin Fuchs
pp. 199–207Perron’s Method and Barrier Functions for the Viscosity Solutions of the Dirichlet Problem for some Non-Linear Partial Differential EquationsM. RamaswamyS. Ramaswamy
pp. 233–260A Schur Type Analysis of the Minimal Unitary Hubert Space Extensions of a Krein Space Isometry whose Defect Subspaces are Hubert SpacesAad DijksmaS.A.M. MarcantogniniH.S.V. de Snoo
pp. 261–305Spectral Estimates for Compact Hyperbolic Space Forms and the Selberg Zeta Function for p-Spectra IIReinhard Schuster
pp. 307–327On the Existence of Holomorphic Functions Having Prescribed Asymptotic ExpansionsM. ValdiviaJean Schmets
pp. 347–358On the Oscillatory Behaviour of Solutions of Second Order Nonlinear Difference EquationsE. ThandapaniS. Pandian
pp. 359–364On a Representation of the General Solution of a Functional-Differential EquationM. DrakhlinE. Litsyn