Contents of Ulmer Seminare Volume 5, 2000
- R. Agarwal, M. Bohner, D. O'Reagan, A. Peterson:
Dynamic Equations on Time Scales: A Survey. - W. Arendt, S. Bu:
The Operator-Valued Marcinkiewicz Theorem and MAximal Regularity. - W. Arendt, S. Bu:
Tools for Maximal Regularity. - W. Balser:
Summability of Power Series in Several Variables, with Applications to Singular Perturbation Problems and Partial Differential Equations. - A. Batkai:
On the Effect of Small Delays to the Asymptotics of Feedback Systems. - C. J. K. Batty, R. Chill:
Approximation and Asymptotic Behaviour of Evolution Families. - M. Biegert:
The Neumann Laplacian on Spaces of Continuous Functions. - S. Boulite, L. Maniar, A. Rhandi, J. Voigt:
The Modulus Semigroup for Linear Delay Equations. - M.M. Duelli:
Diagonal Operators and MAximal Regulariry. - E. Fasangova:
A Banach Algebra Approach to the Weak Spectral Mapping Theorem for C0-Groups. - A. Favini, G. Ruiz Goldstein, J.A. Goldstein, S. Romanelli:
Nonlinear Boundary Conditions for Nonlinear Second Order Differential Operators on C[0,1]. - G. Fragnelli:
Classical Solutions for Partial Functional Differential Equations with Nonautonomous Past. - S. Karrmann:
Non-Autonomous Forms and Unique Existance of Continuous Solutions. - W. Kratz:
Sturm-Liouville Difference Equations and Banded Matrices. - W. Kratz:
A Tauberian Theorem for the Borel Method. - Y. Latushkin, R. Shvydkoy:
Hyperbolicity of Semigroups and Fourier Multipliers. - G. Lumer:
Laplace Transform and Supports: A General ``Isotropic'' Theorem of Paley Wiener Type. - L. Maniar:
Stability of Asymptotic Properties of Hille-Yosida Operators under Perturbations. - D. Müller, A. Seeger:
Regularity Properties of Wave Propagation on Conic Manifolds. - S. Schweiker:
Bisectorial Operators. - U. Stadtmüller:
One-Sided Tauberian Conditions and Double Sequences. - D. Werner:
Recent Progress on the Daugavet Property. - T.J. Xiao, J. Liang:
Schrödinger-Type Evolution Equations in Lp(Ω). - T. Yokota:
Invariance of Closed Sets under Semigroups of Nonlinear Semigroups.