Preprints / Veröffentlichungen
Preprintserie der Mathematischen Fakultät im Jahr 1999
- [99-01] W. Dörfler, O. Wilderotter:
An adaptive finite element method for a linear elliptic equation with variable coefficients.
Published in: ZAMM Z. Angew. Math. Mech. 80 (2000), 481-491.
- [99-02] C. Bär, D. Bleecker:
The Dirac operator and the scalar curvature of continuously deformed algebraic varieties.
- [99-03] M. Ohlberger:
A posteriori error estimate for finite volume approximations to singularly perturbed nonlinear convection-diffusion equations.
- [99-04] E. Bänsch, A. Schmidt:
Simulation of dendritic crystal growth with thermal convection.
Published in: Interfaces Free Bound. 2 (2000), 95-115.
- [99-05] R. Wallisser:
On Lambert's proof of the irrationality of $\pi$.
Published in: Algebraic number theory and Diophantine analysis (Graz, 1998), 521-530, de Gruyter, Berlin, 2000.
- [99-06] K. Deckelnick, G. Dziuk:
Error estimates for a semi implicit fully discrete finite element scheme for the mean curvature flow of graphs.
- [99-07] C. Brandes:
Time-discrete curve shortening flow.
- [99-08] T. Müller:
C1, ß-partial regularity of p-harmonic maps at the free boundary.
- [99-09] R. Schneider:
Mixed functionals of convex bodies.
Published in: Discrete Comput. Geom. 24 (2000), 527-538.
- [99-10] R. Schätzle:
Hypersurfaces with mean curvature given by a trace.
- [99-11] J.-C. Puchta, J. Spilker:
Die Thue-Morse-Folge.
Published in: Elementa Mathematica 55 (2000), 110-122.
- [99-12] B. Ammann:
The Willmore conjecture for immersed tori with small curvature integral.
Published in: Manuscripta Math. 101 (2000), 1-24.
- [99-13] C. Bär:
Localization and semibounded energy - A weak unique continuation theorem.
Published in: J. Geom. Phys. 34 (2000), 155-161.
- [99-14] B. Ammann, C. Bär:
Dirac eigenvalues and total scalar curvature.
Published in: J. Geom. Phys. 33 (2000), 229-234.
- [99-15] Z. Chen, R.H. Nochetto, A. Schmidt:
Error control and adaptivity for a phase relaxation model.
- [99-16] F. Auer:
Uniqueness of least area surfaces in the 3-torus.
- [99-17] P. Morin, R.H. Nochetto, K.G. Siebert:
Data oscillation and convergence of adaptive FEM.
Published in: SIAM J. Numer. Anal. 38 (2000), 466-488.
- [99-18] M. Peter:
Mean values of Dirichlet L-series.
- [99-19] M. Peter:
Almost periodicity and the remainder of the ellipsoid problem.
- [99-20] A. Colesanti, D. Hug:
Hessian measures of semi-convex functions and applications to support measures of convex bodies.
Published in: Manuscripta Math. 101 (2000), 209-238.
- [99-21] D. Hug:
Contact distributions of Boolean models.
- [99-22] R. Schneider:
Tensor valuations on convex bodies and integral geometry.
- [99-23] J. Flum, M. Grohe:
Fixed-parameter tractability and logic.
- [99-24] S. Boschert, A. Schmidt, K.G. Siebert:
Numerical simulation of crystal growth by the vertical Bridgman method.
- [99-25] J.-C. Puchta, J. Spilker:
Arithmetical functions of the form f([g(n)]).
Published in: Acta Math. Hungar. 95 (2002), 187-199.
- [99-26] W. Dörfler, O. Gontcharova, D. Kröner:
Fluid flow with dynamic contact angle: numerical simulation.
- [99-27] L. Rüschendorf, G. Sachs:
Stochastic analysis of partitioning algorithms for matching problems.
Published in: J. Appl. Probab. 37 (2000), 494-503.
- [99-28] M. Peter:
The Fredholm determinant of an almost periodic arithmetical function.
- [99-29] A. Veeser:
On a posteriori error estimation for constant obstacle problems.
- [99-30] E. Kuwert, R. Schätzle:
Gradient flow for the Willmore functional.
- [99-31] M. Junker, D. Lascar:
The indiscernible topology: a mock Zariski topology.
- [99-32] R. Neininger, L. Rüschendorf:
Limit laws for partial match queries in quadtrees.
Published in: Ann. Appl. Probab. 11 (2001), 452-467.
- [99-33] R. Neininger:
Asymptotic distributions for partial match queries in K-d trees.
Published in: Random Structures Algorithms 17 (2000), 403-427.
- [99-34] P. G. LeFloch, C. Rohde:
High-order schemes, entropy inequalities and non-classical shocks.
Published in: SIAM J. Numer. Anal. 37 (2000), 2023-2060.
- [99-35] T. Goll, L. Rüschendorf:
Minimax and minimal distance martingale measures and their relationship to portfolio optimization.
