Contents of Ulmer Seminare Volume 3, 1998

• D. V. Anosov:
  A simple counterexample to the Fuchsian version of the Hilbert 21st problem and a related class of monodromy representations.
• W. Arendt:
  Does diffusion determine the body?
• W. Arendt, C. J. K. Batty:
  Slowly oscillating solutions of Cauchy problems with countable spectrum.
• W. Arendt, Ph. Bénilan:
  Wiener regularity and heat semigroups on spaces of continuous functions.
• W. Balser:
  Some remarks, examples, and questions concerning summability of formal factorial series.
• W. Balser, M. Miyake:
  Summability of formal solutions of certain partial differential equations.
• C. J. K. Batty, R. Chill, J. M. A. M. van Neerven:
  Asymptotic behaviour of C₀-semigroups with bounded local resolvents.
• C. J. K. Batty, S. B. Yeates:
  Extensions of semigroups of operators.
• M. Blake:
  A spectral bound for asymptotically norm-continuous semigroups.
• S. Brendle, R. Nagel, J. Poland. On the spectral mapping theorem for perturbed strongly continuous semigroups.
• V. Casarino, S. Piazzera:
  On the asymptotic behaviour of perturbed semigroups.
• A. F. M. ter Elst, D. W. Robinson:
  Second-order subelliptic operators on Lie groups II: real measurable principal coefficients.
• M. Hieber, S. Monniaux:
  Heat kernels and maximal L^p-L^q-estimates: the non-autonomous case.
• M. Hieber, S. Monniaux:
  Pseudo-differential operators and maximal regularity results for non-autonomous parabolic equations.
• R. Hilscher:
  A unified approach to continuous and discrete linear Hamiltonian systems via the calculus on time scales.
• B. Huisken:
  Parabolic Monge-Ampère equations with a weak coercive term and a barrier condition on Riemannian manifolds.
• W. Kratz:
  On optimal constants for best two-dimensional simultaneous Diophantine approximations.
• F. Kühnemund, M. Wacker:
  Counterexample to the Lie-Trotter product formula.
• P. Kunstmann. Heat kernel estimates and L^p spectral independence of elliptic operators:
  
• Ch. Le Merdy:
  Joint functional calculus on nuclear C^∗-algebras and on the disc algebra.
• H. Maier:
  Probability theory, differential-delay equations and functional analysis in analytic number theory.
• S. Monniaux:
  Uniqueness of mild solutions of the Navier-Stokes equation and maximal L^p-regularity.
• R. Picard:
  Evolution equations as operator equations in lattices of Hilbert spaces.
• S. Schweiker:
  Mild solutions of second order differential equations on the line.
• U. Stadtmüller, R. Trautner:
  Continuity theorems and ratio-Tauberian theorems for integral transforms.
• P. Takac, L. Tello, M. Ulm:
  Variational problems with a p-homogeneous energy.
• Y. Tomilov:
  A resolvent approach to stability of operator semigroups.
• M. Ulm:
  Strict convexity of the spectral bound for matrices.