Multiscale modeling and numerical simulation of calcium cycling in cardiac myocytes
In: Multiscale modeling & simulation - Philadelphia, Pa: SIAM, Bd. 16.2018, 3, S. 1115-1145; http://dx.doi.org/10.1137/17m1121639

Time separation technique - accurate solution for 4D C-Arm-CT perfusion imaging using a temporal decomposition model
In: Medical physics - Hoboken, NJ: Wiley, Bd. 45.2018, 3, S. 1080-1092; http://dx.doi.org/10.1002/mp.12768

Numerical solutions for a weakly hyperbolic dispersed two-phase flow model
In: Theory, Numerics and Applications of Hyperbolic Problems I: Aachen, Germany, August 2016 - Cham: Springer International Publishing, S. 665-675, 2018 - (Springer Proceedings in Mathematics & Statistics; 236); http://dx.doi.org/10.1007/978-3-319-91545-6_51 ; [Konferenz: XVI International Conference on Hyperbolic Problems, Aachen, Germany, August, 2016]

Dynamische Perfusionsbildgebung mit C-Arm-System
In: Clinical neuroradiology: official publication of the German, Austrian and Swiss societies of neuroradiology - München: Urban & Vogel, Vol. 27.2017, Suppl. 1, Art. 311, S. S46; http://dx.doi.org/10.1007/s00062-017-0619-3 ; [Tagung: 52. Jahrestagung der Deutschen Gesellschaft für Neuroradiologie e.V. , Gürzenich, Köln,11.14. Oktober 2017]

Robust computation of perfusion maps for spatiotemporal model-based CT reconstructionsons
In: Recent progress and developments: 3rd Conference on Image-Guided Interventions & Focus Neuroradiologie, November 6 and 7, 2017, Magdeburg, Germany : abstract book - Magdeburg, 2017, Art. ID47, S. 31 ; [Konferenz: 3rd Conference on Image-Guided Interventions & Focus Neuroradiologie, Magdeburg, Germany, November 6 and 7, 2017]

Influence of particle size distribution on the limestone decomposition in single shaft kilns
In: Energy procedia - Amsterdam [u.a.]: Elsevier, Bd. 120.2017, S. 604-611; http://dx.doi.org/10.1016/j.egypro.2017.07.192

Analytical and numerical investigation of an intracellular calcium dynamics model
In: Magdeburg, 2017, ix, 128 Seiten, Illustrationen ; [Literaturverzeichnis: Seite 115-127]

Numerical simulation schemes for inhomogeneous convection-diffusion systems modeling fluidized beds
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A compaqct algorithm for a model-based perfusion reconstruction technique
In: IMA Conference on Numerical Linear Algebra und Optimization : Wednesday 7 - Friday 9 September 2016, University of Birmingham ; abstracts book and delegate list. - Birmingham : Institut of Mathematics & its Applications, S. 36-37 ; [Kongress: 5th IMA Conference on Numerical Linear Algebra und Optimization, Birmingham, UK, 7-9 September, 2016]

Simulation of limestone calcination in normal shaft kilns, Part 3: Influence of particle size distribution and type of limestone
In: Cement, lime, gypsum - Gütersloh: Bauverl. BV, Bd. 69.2016, 3, S. 64-68; http://www.zkg.de/en/artikel/zkg_Simulation_of_limestone_calcination_in_normal_shaft_kilns_Part_3_2527452.html

Acceleration of a regularized Algebraic Reconstruction Technique evaluated with a simulation of computed tomography
In: IMA Conference on Numerical Methods for Simulation: Tuesday 1 - Friday 4 September 2015, Mathematical Institute, University of Oxford ; abstracts book and delegate list - Oxford: Univ., S. 17

Koeffizientenbasierte Algebraische Rekonstruktions-Technik für modellbasierte Perfusionsbildgebung
In: IGIC 2015: 2. Image-Guided Interventions Conference, 2. - 3. November 2015, Mannheim ; Abstractband - Vorträge - Mannheim, S. 19 ; [Beitrag auf USB-Stick]

An optimal relaxation of the algebraic reconstruction technique for CT imaging
In: Fully Three-Dimensional Image Reconstruction in Radiology and Nuclear Medicine: proceedings - Newport, 2015, Art. Th21, S. 622-625

Simulation of the limestone calcination in normal shaft kilns
In: 10th European Conference on Industrial Furnaces and Boilers: INFUB ; Gaia (Porto), Hotel Holiday Inn Gaia, Portugal, 7 - 10 April 2015 - Gaia (Porto), insges. 10 S.

Regular solutions to the coagulation equations with singular kernels
In: Mathematical methods in the applied sciences - Chichester, West Sussex: Wiley, Bd. 38.2015, 11, S. 2171-2184; http://dx.doi.org/10.1002/mma.3211

Simulation of limestone calcination in normal shaft kilns - Part 1 - mathematical model
In: Cement, lime, gypsum - Gütersloh: Bauverl. BV, 9, S. 66-71, 2015; http://www.zkg.de/en/artikel/zkg_Simulation_of_limestone_calcination_in_normal_shaft_kilns_mathematical_2411554.html

Simulation of limestone calcination in normal shaft kilns - Part 2: influence of process parameters
In: Cement, lime, gypsum - Gütersloh: Bauverl. BV, 10, S. 46-50, 2015; http://www.zkg.de/en/artikel/zkg_Simulation_of_limestone_calcination_in_normal_shaft_kilns_Part_2_2426197.html

The singular kernel coagulation equation with multifragmentation
In: Mathematical methods in the applied sciences - Chichester, West Sussex: Wiley, Bd. 38.2015, 14, S. 2953-2973; http://dx.doi.org/10.1002/mma.3272

Simulation of limestone calcination in normal shaft kilns - mathematical model
In: ZKG international: Bundesverband der Deutschen Zementindustrie ; Bundesverband der Deutschen Kalkindustrie ; Bundesverband der Gips- und Gipsbauplattenindustrie - Walluf: Bauverl, Bd. 68.2015, 9, S. 66-71

An implicit optimization approach for the Kaczmarz method applied to algebraic reconstruction techniques for computed tomography
In: 4th IMA Confernece on Numerical Linear Algebra and Optimisation : Wednesday 3 September - Friday 5 September 2014, University of Birmingham ; abstracts book and delegate list. - Birmingham : Univ., S. 10 ; Kongress: IMA Confernece on Numerical Linear Algebra and Optimisation; 4 (Birmingham) : 2014.09.03-05

Optimale Relaxation der algebraischen Rekonstruktionstechnik für CT
In: IGIC 2014 - Abstractband: 1st Conference on Image-Guided Interventions, 13. - 14. Oktober 2014, Magdeburg ; [1. Tagung \"Image-Guided Interventions\"] - Magdeburg: Univ., S. 25-26 ; Kongress: Conference on Image-Guided Interventions 1 (Magdeburg) ; 2014.10.13-14

A note on existence and uniqueness of solutions for a thermodynamically consistent Becker-Döring model
In: Methods and applications of analysis. - Somerville, Mass : International Press, Bd. 21.2014, 2, S. 177-200

Convergence analysis of a finite volume scheme for solving non-linear aggregation-breakage population balance equations
In: Kinetic and related models: KRM - Springfield, Mo: AIMS, Bd. 7.2014, 4, S. 713-737; http://dx.doi.org/10.3934/krm.2014.7.713

Exact Riemann solutions to shallow water equations
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Modeling of aggregation kernels for fluidized beds using discrete particle model simulations
In: Particuology - Amsterdam: Elsevier, Bd. 13.2014, S. 134-144; http://dx.doi.org/10.1016/j.partic.2013.03.007

Analysis and numerical investigation of two dynamic models for liquid chromatography
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Bubbles in liquids with phase transition. Part 2: On balance laws for mixture theories of disperse vapor bubbles in liquid with phase change
In: Continuum mechanics and thermodynamics: analysis of complex materials and judicious evaluation of the environment - Berlin: Springer, insges. 29 S., 2013; http://dx.doi.org/10.1007/s00161-013-0316-7

Criteria for nonuniqueness of Riemann solutions to compressible duct flows
In: ZAMM: journal of applied mathematics and mechanics - Berlin: Wiley-VCH, 2013; http://dx.doi.org/10.1002/zamm.201100176

Exact solutions to the Riemann problem for compressible isothermal Euler equations for two-phase flows with and without phase transition
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Moment preserving finite volume schemes for solving population balance equations incorporating aggregation, breakage, growth and source terms
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On the modeling and simulation of a laser-induced cavitation bubble
In: International journal for numerical methods in fluids - Chichester: Wiley, Bd. 73.2013, 2, S. 172-203; http://dx.doi.org/10.1002/fld.3796

Parallel and high resolution numerical solution of concentration and temperature distributions in fluidized beds
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Analysis and numerical investigation of dynamic models for liquid chromatography
In: Magdeburg Univ., Fak. für Mathematik, Diss., 2013, XV, 138 S., graph. Darst.

Exact Riemann solutions to two selected resonant hyperbolic systems
In: Magdeburg Univ., Fak. für Mathematik, Diss., 2013, VI, 162 S., graph. Darst.

The singular coagulation and coagulation-fragmentation equations
In: Magdeburg Univ., Fak. für Mathematik, Diss., 2013, VI, 115 S., graph. Darst.

Iterative solution of system matrices from computer tomography using discrete time flow methods
In: Magdeburg, Univ., Fak. für Mathematik, 2013, 12 S. - (Preprint; Fakultät für Mathematik, Otto-von-Guericke-Universität Magdeburg; 2013,11)

Bubbles in liquids with phase transition. Part 1: On phase change of a single vapor bubble in liquid water
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Exact Riemann solutions to compressible Euler equations in ducts with discontinuous cross-section
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Adaptive space and time numerical simulation of reaction-diffusion models for intracellular calcium dynamics
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Parametric study of thermal effects in reactive liquid chromatography
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Robust a posteriori error estimates for subgrid stabilization of non-stationary convection dominated diffusive transport
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Weak solutions to the continuous coagulation equation with multiple fragmentation
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Numerical methods for solving two-dimensional aggregation population balance equations
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Numerical analysis of finite volume schemes for population balance equations
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A discontinuous Galerkin method to solve chromatographic models
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Uniqueness for the coagulation-fragmentation equation with strong fragmentation
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Uniqueness of steady-state solutions for thermodynamically consistent Becker-Döring models
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Weak solutions to the continuous coagulation equation with multiple fragmentation
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Mathematical and numerical analysis for coagulation-fragmentation equations
In: Magdeburg Univ., Fak. für Mathematik, Diss., 2010, IV, 151 S., graph. Darst., 30 cm

Numerical methods for multiphase mixture conservation laws with phase transition
In: Zugl.: Magdeburg Univ., Fak. für Mathematik, Diss., 2010: Barleben, docupoint-Verl., XI, 165 S., graph. Darst., 21 cm - (Docupoint Wissenschaft), ISBN 978-3-86912-030-0 ; [Sprache der Zusammenfassung: Deutsch]

A note on moment preservation of finite volume schemes for solving growth and aggregation population balance equations
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Calcium domains around single and clustered IP 3 receptors and their modulation by buffers
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Efficient and accurate numerical simulation of nonlinear chromatographic processes
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Modeling phase transition for compressible two-phase flows applied to metastable liquids
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Steady states of the 1D Doi-Onsager model in the strong shear flow
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The continuous coagulation equation with multiple fragmentation
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"Alles was zählt!" - der mathematische Blick
In: Magdeburg: Univ., Fak. für Mathematik, 2009; Getr. Zählung: Ill.; 29 cm - (Technical Report / Fakultät für Mathematik, Otto-von-Guericke-Universität Magdeburg; 2009,2)

Disintegration process of surface stabilized sol-gel TiO 2 nanoparticles by population balances
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Local oscillations in finite difference solutions of hyperbolic conservation laws
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Modeling of the modulation by buffers of Ca 2+ release through clusters of IP 3 receptors
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Numerical approximations of a population balance model for coupled batch preferential crystallizers
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On the solution of population balances for nucleation, growth, aggregation and breakage processes
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A note on sectional and finite volume methods for solving population balance equations
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Population balance modelling for agglomeration and disintegration of nanoparticles
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Predigt beim Akademischen Gottesdienst am 23. Januar 2005 in der Wallonerkirche zu Magdeburg
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A laplace transformation based technique for reconstructing crystal size distributions regarding size independent growth
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Adaptive numerical simulation of intracellular calcium dynamics using domain decomposition methods
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An efficient numerical technique for solving population balance equation involving aggregation, breakage, growth and nucleation
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Analytical and numerical investigations of a batch crystallization model
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Convergence analysis of sectional methods for solving breakage population balance equations-I - the fixed pivot technique
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Convergence analysis of sectional methods for solving breakage population balance equations-II - the cell average technique
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Numerical solutions of population balance models in preferential crystallization
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The cell average technique for solving multi-dimensional aggregation population balance equations
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Three-dimensional numerical study of heat and mass transfer in fluidized beds with spray nozzle
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Numerical methods on population balances
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A high-resolution space-time conservative method for non-linear hyperbolic conservation laws
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Adaptive high-resolution schemes for multidimensional population balances in crystallization processes
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An efficient numerical technique for solving population balance equation involving aggregation, breakage, growth and nucleation
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Finite volume evolution Galerkin (FVEG) methods for three-dimensional wave equation system
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Hybrid stochastic and deterministic simulations of calcium blips
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Numerical solution of population balance equations for nucleation, growth and aggregation processes
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On convergence of a domain decomposition method for a scalar convervation law
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On the stability of evolution Galerkin schemes applied to a two-dimensional wave equation system
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Study on a cross diffusion parabolic system
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Application of space-time CE/SE method to shallow water magnetohydrodynamic equations
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A high order gas kinetic method for the relativistic Euler equations
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A population balance model for simulationeous drying and agglomeration
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A comparative study of high resolution schemes for solving population balances in crystallization
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A direct Eulerian GRP scheme for compressible fluid flows
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A discretized model for tracer population balance equation - improved accuracy and convergence
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A generic population balance model for simultaneous agglomeration and drying in fluidized beds
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A new technique to determine rate constants for growth and agglomeration with size- and time-dependent nuclei formation
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A space-time conservative method for hyperbolic systems with stiff and non stiff source terms
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An improved discretized tracer mass distribution of Hounslow et al.
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High resolution schemes for conservation laws and convection-diffusion equations with varying time and space grids
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Improved accuracy and convergence of discretized population balance for aggregation - the cell average technique
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Numerical simulation of dendritic crystal growth
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Numerical simulation of temperature and concentration distributions in fluidized beds with liquid injection
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Partioning methods for reaction-diffusion problems
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Solving population balance equations for two-component aggregation by a finite volume scheme
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High resolution schemes for solving population balances in crystallization.
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A space-time conservative finite volume scheme for hyperbolic conservation laws.
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A BGK-type flux-vector splitting scheme for the ultrarelativistic euler equations.
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A Runge-Kutta discontinuous galerkin method for the euler equations.
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A class of high resolution difference schemes for nonlinear Hamilton-Jacobi equations with varying time and space grids.
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A high order kinetic Flux-splitting method for the special relativistic hydrodynamics.
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A high-order kinetic flux-splitting method for the relativistic magnetohydrodynamics.
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A reduction of the Boltzmann-Peierls equation.
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A note on (2K+1)-point conservative monotone schemes.
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A note on (2k + 1)-point conservative monotone schemes.
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Asymptotic stability of traveling waves for viscous consservation laws with dispersion.
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Finite volume evolution Galerkin methods for hyperbolic systems.
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Kinetic schemes for the relativistic gas dynamics.
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On evolution galerkin methods for the maxwell and the linearized Euler equations.
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On the boundary conditions for EG methods applied to the two-dimensional wave equation system.
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On the solution to the Riemann problem for the compressible duct flow.
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Simulation of multicomponent flows using high order central schemes.
In: Applied numerical mathematics [Amsterdam] 50(2004), S. 183 - 201

The Riemann problem for the Baer-Nunziato two-phase flow model.
In: Journal of computational physics [Orlando, Fl.] 195(2004), S. 434 - 464

Introduction.
In: Greven, Andreas (Hrsg.) ; Keller, Gerhard (Hrsg.) ; Warnecke, Gerald (Hrsg.): Entropy. Princeton [u.a.] : Princeton Univ. Press, 2003, S. 1 - 16 (Princeton series in applied mathematics)

The Riemann problem for a two-phase model.
In: Hou, Thomas Y. (Hrsg.) ; Tadmor, Eitan (Hrsg.): Hyperbolic problems : theory, numerics, applications (9th international conference Pasadena, Calif. March 25-29 2002). - proceedings. Berlin [u.a.] : Springer, 2003, S. 275 - 284

A simple method for compressible multiphase mixtures and interfaces.
In: International journal for numerical methods in fluids [Chichester] 41(2003), S. 109 - 131

Evolution Galerkin schemes applied to two-dimensional Riemann problems for the wave equation system.
In: Discrete and continuous dynamical systems [Springfield, Mo.] 9(2003), Nr. 3, S. 559 - 576

Existence and uniqueness of solutions for a non-uniformly parabolic equation.
In: Journal of differential equations [Orlando, Florida] 189(2003), S. 1 - 16

Generalized characteristics and the uniqueness of entropy solutions to zero-pressure gas dynamics.
In: Advances in differential equations [Athens, Ohio] 8(2003), Nr. 8, S. 961 - 1004

Kinetic schemes for the ultra-relativistic Euler equations.
In: Journal of computational physics [Orlando, Fl.] 187(2003), S. 572 - 596

Second-order accurate kinetic schemes for the ultra-relativistic Euler equations. , S. 695 - 726
In: Journal of computational physics [Orlando, Fl.] 192(2003)

Third order finite volume evolution Galerkin (FVEG) methods for two-dimensional wave equation system.
In: Journal of numerical mathematics [Utrecht] 11(2003), Nr. 3, S. 235 - 251

Error bounds for the large time step Glimm scheme applied to scalar conservation laws.
In: Numerische Mathematik [Berlin] 91(2002), S. 13 - 34

Finite volume evolution Galerkin methods for Euler equations of gas dynamics.
In: International journal for numerical methods in fluids [Chichester] 40(2002), S. 425 - 434

Finite volume evolution Galerkin methods for nonlinear hyperbolic systems.
In: Journal of computational physics [Orlando, Fl.] 183(2002), S. 533 - 562

On measure solutions to the zero-pressure gas model and their uniqueness.
In: Mathematica bohemica [Praha] 127(2002), Nr. 2, S. 265 - 273

Finite volume evolution galerkin methods for multidimensional hyperbolic systems.
In: Toro, E. F. (Hrsg.): Godunov Methods : theory and applications. New York : Kluwer Academic, 2001, S. 571 - 576

Unconditionally stable explicit schemes for the approximation of conservation laws.
In: Fiedler, Bernold (Hrsg.): Ergodic theory, analysis, and efficient simulation of dynamical systems. Berlin : Springer, 2001, S. 775 - 803

Adaption and reliability of numerical methods for stiff and nonstiff problems in CFD.
In: Computational fluid dynamics journal [Tokyo] 9(2001), Nr. 1, S. 540 - 548

Convergence of a splitting scheme applied to the Ruijgrok-Wu model of the Boltzmann equation.
In: Journal of computational and applied mathematics [Amsterdam] 134(2001), S. 343 - 367

Convergence rates to discrete shocks for nonconvex conservation laws.
In: Numerische Mathematik [Berlin] 88(2001), Nr. 3, S. 513 - 541

Numerical schemes based on bicharacteristics for hyperbolic systems.
In: CIMASI\' 2000 (Third international conference on applied mathematics and engineering sciences Casablanca, Marocco October 23- 24 -24, 2000). Casablanca, 2000, Beitrag auf CD- ROM, [6 S.]

Adaptive numerics for the simulation of magneto-plasmadynamic rocket thrusters.
In: Neittaanmäki, Pekka (Hrsg.) ; ... (Hrsg.): Numerical mathematics and advanced applications, ENUMATH \'99 (3rd European conference Jyväskylä 26. - 30.07, 1999). - proceedings. River Edge, NJ : World Scientific, 2000, S. 121 - 130

Evolution Galerkin methods for multidimensional hyperbolic systems.
In: Computational methods in applied sciences and engineering, ECCOMAS 2000 (European congress Barcelona, 11-14 September 2000). - proceedings. Barcelona : CIMNE, 2000, [14 S.]

High-resolution finite volume evolution Galerkin schemes for multidimensional hyperbolic conservation laws.
In: Neittaanmäki, Pekka (Hrsg.) ; ... (Hrsg.): Numerical mathematics and advanced applications, ENUMATH \'99 (3rd European conference Jyväskylä 26. - 30.07, 1999). - proceedings. River Edge, NJ : World Scientific, 2000, S. 633 - 640

Initial effects and convergence rates for relaxation methods.
In: Fiedler, Bernold (Hrsg.) ; ... (Hrsg.): EQUADIFF \'99 (international conference on Differential Equations, Berlin 1. - 7. August 1999). vol. 1. - proceedings. Singapore : World Scientific, 2000, S. 301 - 307

Convergence rates for relaxation schemes approximating conservation laws.
In: SIAM journal on numerical analysis [Philadelphia] 37(2000), Nr. 4, S. 1316 - 1337

Evolution galerkin methods for hyperbolic systems in two space dimensions.
In: Mathematics of computation [Washington, DC] 69(2000), Nr. 232, S. 1355 - 1384

Lax-Wendroff type second order evolution Galerkin methods for multidimensional hyperbolic systems.
In: East-west journal of numerical mathematics [Zeist] 8(2000), Nr. 2, S. 127 - 152

The LIP+ - stability and error estimates for a relaxation scheme.
In: SIAM journal on numerical analysis [Philadelphia] 38(2000), Nr. 4, S. 1154 - 1170