Preprints
- 20-01: M. Weimar: On the lack of interior regularity of the p-Poisson problem with p>2
- 20-02: J. Simsen, M.S. Simsen, P. Wittbold: Reaction-Diffusion coupled inclusions with spatially variable exponents and large diffusion
- 20-03: J. Baumgartner, M. Hubski, P. Wittbold: Subdifferential perturbations of m-T-accretive operators in L1
- 20-04: N. Grossekemper, P. Wittbold, A. Zimmermann: Entropy solutions of doubly nonlinear fractional Laplace equations
2019
- 19-01: P. A. Cioica-Licht, M. Weimar: On upper bounds for regularity indices related to approximation theory
- 19-02: A. KH. Balci, L. Diening, M. Weimar: Higher order Calderon-Zygmund estimates for the p-Laplace equation
- 19-03: D. Kuzmin: Monolithic convex limiting for continuous finite element discretization of hyperbolic conservation laws
2018
- 18-01: Ch. Clason, S. Mazurenko, T. Valkonen: Acceleration and global convergence of a first-order primal–dual method for nonconvex problems
- 18-02: Ch. Clason, A. Khan, M. Sama, Ch. Tammer: Contingent derivatives and regularization for noncoercive inverse problems
- 18-03: Ch. Clason, V.H. Nhu: Bouligand-Landweber iteration for a non-smooth ill-posed problem
- 18-04: Ch. Clason, T.B.T. Do, F. Pörner: Error estimates for the approximation of a discrete-valued optimal control problem
- 18-05: Ch. Clason, A. Klassen: Quasi-solution of linear inverse problems in non-reflexive Banach spaces
- 18-06: M. Q. de Luna, D. Kuzmin, C. E. Kees: A monolithic conservative level set method with built-in redistancing
- 18-07: C. Christof, J.C. de los Reyes, Ch. Meyer: A non-smooth trust-region method for locally lipschitz-continuous functions with application to optimization problems constrained by variational inequalities
- 18-08: Ch. Meyer, M. Sievers: Finite element discretization of local minimization schemes for rate-independent evolutions
- 18-09: C. Lohmann: Algebraic flux correction schemes preserving the eigenvalue range of symmetric tensor fields
- 18-10: L.M. Susu: Optimal control of a viscous two-field gradient damage model
- 18-11: L.M. Betz (Susu): Second-order sufficient optimality conditions for optimal control of non-smooth, semilinear parabolic equations
- 18-12: J. Voss, H. Baaser, R.J. Martin, P.Neff: Again anti-plane shear
- 18-13: C.G. Böhmer, Y. Lee and P. Neff: Soliton solutions in geometrically nonlinear Cosserat micropolar elasticity with large deformations
- 18-14: M.V. d’Agostino, G. Barbagallo, I.D. Ghiba, B. Eidel, P. Neff and A. Madeo: Effective description of anisotropic wave dispersion in mechanical band-gap metamaterials via the relaxed micromorphic model
- 18-15: V. Aizinger, H. Hajduk, D. Kuzmin: Frame-invariant directional vector limiters for discontinuous Galerkin methods
- 18-16: D. Kuzmin, M.Q. de Luna, C.E. Kees: A partition of unity approach to adaptivity and limiting in continuous finite element methods
2017
- 17-01: C. Christof, Ch. Clason, Ch. Meyer, S. Walther: Optimal control of a non-smooth semilinear elliptic equation
- 17-02: Ch. Clason, F. Kruse, K. Kunisch: Total variation regularization of multi-material topology optimization
- 17-03: N. Sapountzoglou, P. Wittbold,A. Zimmermann: On a doubly nonlinear PDE with stochastic pertubation
- 17-04: A. Rademacher, K. Rosin: Adaptive optimal control of the Signorini’s problem
- 17-05: P. di Stolfo, A. Rademacher, A. Schröder: Dual weighted residual error estimation for the finite cell method
- 17-06: B. Schweizer and M. Urban: Effective Maxwell’s equations in general periodic microstructures
- 17-07: M. Röger and B. Schweizer: Strain gradient visco-plasticity with dislocation densities contributing to the energy
- 17-08: T. Dohnal and B. Schweizer: A Bloch wave numerical scheme for scattering problems in periodic wave-guides
- 17-09: B. Schweizer and F. Theil: Lattice dynamics on large time scales and dispersive effective equations
- 17-10: H. Meinlschmidt, Ch. Meyer and J. Rehberg: Optimal control of the thermistor problem in three spatial dimensions, part I: Existence of optimal solutions
- 17-11: H. Meinlschmidt, Ch. Meyer and J. Rehberg: Optimal control of the thermistor problem in three spatial dimensions, part II: Optimality conditions
- 17-12: A. Hiltebrand and S. May: An entropy stable spacetime discontinuous Galerkin method for the two-dimensional compressible Navier-Stokes equations
- 17-13: Ch. Kreuzer and A. Veeser: Convergence of adaptive finite element methods with error-dominated oscillation
- 17-14: M. Hubski and P. Wittbold: Subdifferential perturbations of m-T-accretive operators in L1
- 17-15: F. Ebobisse and P. Neff: A fourth order gauge-invariant gradient plasticity model for polycrystals based on Kröner's incompatibility tensor
- 17-16: R.J. Martin, I.D. Ghiba and P. Neff: A non-ellipticity result, or the impossible taming of the logarithmic strain measure
- 17-17: R.J. Martin, I.D. Ghiba and P. Neff: A polyconvex extension of the logarithmic Hencky strain energy
- 17-18: L. Borisov, A. Fischle and P. Neff: Optimality of the relaxed polar factors by a characterization of the set of real square roots of real symmetric matrices
2016
- 16-01: A. Rösch and G. Wachsmuth: Mass lumping for the optimal control of
elliptic partial differential equations - 16-02: Ch. Clason, K. Kunisch and A. Rund: Nonconvex penalization of switching control of partial differential equations
- 16-03: Ch. Clason and T. Valkonen: Primal-dual extragradient methods for nonlinear nonsmooth PDE-constrained optimization
- 16-04: R.C. Barnard and Ch. Clason: L1 penalization of volumetric dose objectives in optimal control of PDEs
- 16-05: F. Bertrand and G. Starke: Parametric Raviart-Thomas elements for mixed methods on domains with curved surfaces
- 16-06: F.D. Gaspoz, Ch. Kreuzer, K.G. Siebert and D.A. Ziegler: A convergent time-space dG(s) finite element method for parabolic problems motivated by equal error distribution
- 16-07: C. Buchheim, Ch. Meyer and R. Schaefer: Combinatorial optimal control of semilinear elliptic PDEs
- 16-08: C. Christof: L∞ -error estimates for the obstacle problem revisited
- 16-09: C. Christof and Ch. Meyer: Differentiability properties of the solution operator to an elliptic variational inequality of the second kind
- 16-10: C. Christof and Ch. Meyer: A note on a priori Lp -error estimates for the obstacle problem
- 16-11: R. Herzog, Ch. Meyer and A. Schaefer: Existence of solutions of a (nonsmooth) thermoviscoplastic model and associated optimal control problems
- 16-12: Ch. Meyer and L.M. Susu: Analysis of a viscous two-field gradient damage model, Part I: existence and uniqueness
- 16-13: Ch. Meyer and L.M. Susu: Analysis of a viscous two-field gradient damage model, Part II: penalization limit
- 16-14: Ch. Clason, C. Tameling and B. Wirth: Vector-valued multibang control of differential equations
- 16-15: C. Lohmann, D. Kuzmin, J.N. Shadid and S. Mabuza: Flux-corrected transport algorithms for continuous Galerkin methods based on high order Bernstein finite elements
- 16-16: K. Kohls, Ch. Kreuzer, A. Rösch and K.G. Siebert: Convergence of adaptive finite elements for optimal control problems with control constraints
- 16-17: J. Schröder, M. Igelbüscher, A. Schwarz, G. Starke: A Prange-Hellinger-Reissner type finite element formulation for small strain elasto-plasticity
- 16-18: A. Lamacz and B. Schweizer: Effective acoustic properties of a meta-material consisting of small Helmholtz resonators
- 16-19: B. Schweizer: On Friedrichs inequality, Helmholtz decomposition, vector potentials, and the div-curl lemma
- 16-20: B. Schweizer: Resonance meets homogenization - Construction of meta-materials with astonishing properties
- 16-21: R. Lipton and B. Schweizer: Effective Maxwell’s equations for perfectly conducting split ring resonators
- 16-22: M. Scholtes and P. Wittbold: Existence of Entropy Solutions to a Doubly Nonlinear Integro-Differential Equation
- 16-23: F. Ebobisse, K. Hackl and P. Neff: A canonical rate-independent model of geometrically linear isotropic gradient plasticity with isotropic hardening and plastic spin accounting for the Burgers vector
- 16-24: M.V. d’Agostino, G. Barbagallo, I.D. Ghiba, P. Neff and A. Madeo: A review on wave propagation modeling in band-gap metamaterials via enriched continuum models
2015
- 15-01: Ch. Kreuzer and E. Süli: Adaptive Finite Element Approximation of Steady Flows of Incompressible Fluids with Implicit Power-Law-Like Rheology
- 15-02: A. Abbondandolo and M. Schwarz: The role of the Legendre transform in the study of the Floer complex of cotangent bundles
- 15-03: A. Abbondandolo and P. Majer: A non-squeezing theorem for convex symplectic images of the Hilbert ball
- 15-04: A. Abbondandolo and W. J. Merry: Floer homology on the time-energy extended phase space
- 15-05: Ch. Meyer, A. Rademacher and W. Wollner: Adaptive Optimal Control of the Obstacle Problem
- 15-06: Ch. Meyer, S. M. Schnepp and O. Thoma: Optimal Control of the Inhomogeneous relativistic Maxwell Newton Lorentz Equations
- 15-07: J. C. de los Reyes and Ch. Meyer: Strong Stationarity Conditions for a Class of Optimization Problems Governed by Variational Inequalities of the 2nd Kind
- 15-08: J. Andersson, H. Shahgholian, N.N. Uraltseva, and G.S. Weiss: Equilibrium Points of a Singular Cooperative System with Free Boundary
- 15-09: Ch. Clason and K. Kunisch: A Convex Analysis Approach to Multi-Material Topology Optimization
- 15-10: Ch. Clason and A. Schiela: Optimal Control of Elliptic Equations with Positive Measures
- 15-11: G. Vallet, P. Wittbold and A. Zimmermann: On a Stochastic Evolution Equation with Random Growth Conditions
- 15-12: M. Heida and B. Schweizer: Non-periodic Homogenization of Infinitesimal Strain Plasticity Equations
- 15-13: T. Dohnal and H. Uecker: Bifurcation of Nonlinear Bloch Waves from the Spectrum in the Gross-Pitaevskii Equation
- 15-14: M. Heida and B. Schweizer: Stochastic Homogenization of Plasticity Equations
- 15-15: Ch. Dörlemann, M. Heida and B. Schweizer: Transmission Conditions for the Helmholtz-Equation in Perforated Domains
- 15-16: A. Rätz: Diffuse-interface Approximations of Osmosis Free Boundary Problems
- 15-17: M. Hofmanová, M. Röger and M. von Renesse: Weak Solutions for a Stochastic Mean Curvature Flow of Two-Dimensional Graphs
- 15-18: L. Lussardi and M. Röger: Gamma Convergence of a Family of Surface-Director Bending Energies with Small Tilt
- 15-19: M. Heida and M. Röger: Large Deviation Principle for a Stochastic Allen-Cahn Equation
- 15-20: K. Deckelnick, H.-Ch. Grunau and M. Röger: Minimising a relaxed Willmore functional for graphs subject to boundary conditions
- 15-21: M. Bonacini, H. Knüpfer and M. Röger: Optimal Distribution of Oppositely Charged Phases: Perfect Screening and Other Properties
- 15-22: Ch. Clason, B. Kaltenbacher and D. Wachsmuth: Functional Error Estimators for the Adaptive Discretization of Inverse Problems
- 15-23: Ch. Lohmann: Efficient Algorithms for Constraining Orientation Tensors in Galerkin Methods for the Fokker-Planck Equation
- 15-24: Ch. Meyer and L. M. Susu: Optimal Control of Nonsmooth, Semilinear Parabolic Equations
- 15-25: Ch. Clason and T. Valkonen: Stability of saddle points via explicit coderivatives of pointwise subdifferentials
- 15-26: S. Basting and E. Bänsch: Preconditioners for the Discontinuous Galerkin Time-Stepping Method of Arbitrary Order
- 15-27: D. Kuzmin and J. N. Shadid: A New Approach to Enforcing Discrete Maximum Principles in Continuous Galerkin Methods for Convection-Dominated Transport Equations
- 15-28: A. Lamacz and B. Schweizer: A negative index meta-material for Maxwell’s equations
- 15-29: M. H. Duong, A. Lamacz, M. A. Peletier and U. Sharma: Variational approach to coarse-graining of generalized gradient flows
- 15-30: A. Lamacz and B. Schweizer: Outgoing wave conditions in photonic crystals and transmission properties at interfaces
- 15-31: H. Garcke, J. Kampmann, A. Rätz and M. Röger: A coupled surface-Cahn-Hilliard bulk-diffusion system modeling lipid raft formation in cell membranes
- 15-32: A.Rademacher: NCP-function based dual weighted residual norm estimators for Signorini’s problem
- 15-33: A. Rademacher: Mesh and model adaptivity for frictional contact problems
- 15-34: A. Rademacher: Balancing discretization and numerical error for coupled parabolic hyperbolic problems using the dual weighted residual method with application to thermoelasticity
- 15-35: A. Rademacher: A numerical study on continuous space-time finite element methods for dynamic Signorini problems
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Die Verantwortung für den Inhalt der Preprints liegt bei den Autoren.
