Foto: Anna Logue
Publikationen des Instituts für Mathematik
- Chen, L., Lee, J. und Liew, M. (2022). Convergence towards the Vlasov–Poisson equation from the N-Fermionic Schrödinger equation. Annales Henri Poincaré, 23, 555-593.
- Göttlich, S. und Totzeck, C. (2022). Parameter calibration with stochastic gradient descent for interacting particle systems driven by neural networks. Mathematics of Control, Signals, and Systems : MCSS, 34, 185-214.
- Balzotti, C. und Göttlich, S. (2021). A two-dimensional multi-class traffic flow model. Networks and Heterogeneous Media : NHM, 16, 69-90.
- Basalaev, A. und Hertling, C. (2021). 3-dimensional F-manifolds. Letters in Mathematical Physics : LMP, 111, 1-50.
- Chen, L., Ifenthaler, D. und Yau, J. Y.-K. (2021). Online and blended entrepreneurship education: A systematic review of applied educational technologies. Entrepreneurship education, 4, 191-232.
- Chen, L., Lee, J. und Liew, M. (2021). Combined mean-field and semiclassical limits of large fermionic systems. Journal of Statistical Physics, 182, 1-41.
- Döring, L., Gonon, L., Prömel, D. J. und Reichmann, O. (2021). Existence and uniqueness results for time-inhomogeneous time-change equations and Fokker-Planck equations. Journal of Theoretical Probability, 34, 173-205.
- Friedrich, J., Göttlich, S. und Rossi, E. (2021). Nonlocal approaches for multilane traffic models. Communications in Mathematical Sciences : CMS (forthcoming).
- Göttlich, S., Hante, F. M., Potschka, A. und Schewe, L. (2021). Penalty alternating direction methods for mixed-integer optimal control with combinatorial constraints. Mathematical Programming : Series B, 188, 599-619.
- Göttlich, S., Herty, M., Moutari, S. und Weißen, J. (2021). Second-order traffic flow models on networks. SIAM Journal on Applied Mathematics, 81, 258-281.
- Göttlich, S., Herty, M. und Weldegiyorgis, G. (2021). Input-to-state stability of a scalar conservation law with nonlocal velocity. Axioms, 10, 1-20.
- Göttlich, S., Iacomini, E. und Jung, T. (2021). Properties of the LWR model with time delay. Networks and Heterogeneous Media : NHM, 16, 31-47.
- Göttlich, S., Kolb, O. und Lux, K. (2021). Chance‐constrained optimal inflow control in hyperbolic supply systems with uncertain demand. Optimal Control, Applications & Methods, 42, 566-589.
- Göttlich, S. und Schillinger, T. (2021). Microscopic and macroscopic traffic flow models including random accidents. Communications in Mathematical Sciences : CMS (forthcoming).
- Mase, M. (2021). Lattice duality for coupling pairs admitting polytope duality with trivial toric contribution. Beiträge zur Algebra und Geometrie = Contributions to algebra and geometry, 1-27.
- Mickel, A. und Neuenkirch, A. (2021). The weak convergence rate of two semi-exact discretization schemes for the Heston model. Risks : Open Access Journal, 9, Article 23.
- Samara, A., Rempe, F. und Göttlich, S. (2021). A novel approach for vehicle travel time distribution: copula-based dependent discrete convolution. Transportation Letters (forthcoming).
- Weißen, J., Göttlich, S. und Armbruster, D. (2021). Density dependent diffusion models for the interaction of particle ensembles with boundaries. Kinetic and Related Models, 14, 681-704.
- Weißen, J., Göttlich, S. und Totzeck, C. (2021). Space mapping-based optimization with the macroscopic limit of interacting particle systems. Optimization and Engineering, 1-30.
- Armbruster, D., Göttlich, S. und Knapp, S. (2020). Continuous approximation of Mt/
Mt/1 distributions with application to production. Journal of Computational Dynamics : JCD, 7, 243-269. - Baumgärtner, V., Göttlich, S. und Knapp, S. (2020). Feedback stabilization for a coupled PDE-ODE production system. Mathematical Control and Related Fields : MCRF, 10, 405-424.
- Chiarello, F. A., Friedrich, J., Goatin, P. und Göttlich, S. (2020). Micro-macro limit of a non-local generalized Aw-Rascle type model. SIAM Journal on Applied Mathematics, 80, 1841-1861.
- Chiarello, F. A., Friedrich, J., Goatin, P., Göttlich, S. und Kolb, O. (2020). A non-local traffic flow model for 1-to-1 junctions. European Journal of Applied Mathematics, 31, 1029-1049.
- Döring, L. und Kyprianou, A. E. (2020). Entrance and exit at infinity for stable jump diffusions. The Annals of Probability, 48, 1220-1265.
- Döring, L., Kyprianou, A. E. und Weissmann, P. (2020). Stable processes conditioned to avoid an interval. Stochastic Processes and Their Applications, 130, 471-487.
- Döring, L. und Weissmann, P. (2020). Stable processes conditioned to hit an interval continuously from the outside. Bernoulli : Official Journal of the Bernoulli Society for Mathematical Statistics and Probability, 26, 980-1015.
- Göttlich, S. und Knapp, S. (2020). Modeling random traffic accidents by conservation laws. Mathematical Biosciences and Engineering : MBE, 17, 1677-1701.
- Göttlich, S. und Knapp, S. (2020). Uncertainty quantification with risk measures in production planning. Journal of Mathematics in Industry, 10, 1-21.
- Göttlich, S., Knapp, S. und Weber, D. (2020). The food seeking behavior of slime mold: a macroscopic approach. Mathematical Biosciences and Engineering : MBE, 17, 6631-6658.
- Göttlich, S., Spieckermann, S., Stauber, S. und Storck, A. (2020). Data-driven graph drawing techniques with applications for conveyor systems. Journal of Mathematics in Industry, 10, 1-23.
- Hauswirth, L., Kilian, M. und Schmidt, M. U. (2020). Properly embedded minimal annuli in S2×R. Journal of Integrable Systems, 5, xyaa005, 1-37.
- Kienzlen, A., Weißen, J., Verl, A. und Göttlich, S. (2020). Simulative Optimierung der Steuerungsparameter eines Materialflusslayouts mit Bandförderern. Forschung im Ingenieurwesen = Engineering Research, 84, 357-368.
- Mase, M. (2020). Polytope duality for families of K3 surfaces and coupling. Bulletin of the Brazilian Mathematical Society = Boletim da Sociedade Brasileira de Matemática, 52, 499-536.
- Neuenkirch, A. und Szölgyenyi, M. (2020). The Euler-Maruyama scheme for SDEs with irregular drift: convergence rates via reduction to a quadrature problem. IMA Journal of Numerical Analysis : IMAJNA, 1-28.
- Rossi, E., Weißen, J., Goatin, P. und Göttlich, S. (2020). Well-posedness of a non-local model for material flow on conveyor belts. Mathematical Modelling and Numerical Analysis = Modélisation Mathématique et Analyse Numérique, 54, 679-704.
- Tong, L., Chen, L., Göttlich, S. und Wang, S. (2020). The global classical solution to compressible Euler system with velocity alignment. AIMS Mathematics, 5, 6673-6692.
- Yin, Q., Chen, L. und Göttlich, S. (2020). The mean field kinetic equation for interacting particle systems with non-Lipschitz force. Mathematical Methods in the Applied Sciences : MMAS, 43, 1901-1914.
- Burger, M., Göttlich, S. und Jung, T. (2019). Derivation of second order traffic flow models with time delays. Networks and Heterogeneous Media : NHM, 14, 265-288.
- Dambach, T., Göttlich, S. und Knapp, S. (2019). Car path tracking in traffic flow networks with bounded buffers at junctions. Mathematical Methods in the Applied Sciences : MMAS, 43, 3331-3353.
- Döring, L., Gonon, L., Prömel, D. J. und Reichmann, O. (2019). On Skorokhod embeddings and Poisson equations. The Annals of Applied Probability, 29, 2302-2337.
- Döring, L., Watson, A. R. und Weissmann, P. (2019). Levy processes with finite variance conditioned to avoid an interval. Electronic Journal of Probability : EJP, 24, 1-32.
- Festa, A., Göttlich, S. und Pfirsching, M. (2019). A model for a network of conveyor belts with discontinuous speed and capacity. Networks and Heterogeneous Media : NHM, 14, 389-410.
- Fokken, E., Göttlich, S. und Kolb, O. (2019). Modeling and simulation of gas networks coupled to power grids. Journal of Engineering Mathematics, 119, 217-239.
- Friedrich, J. und Kolb, O. (2019). Maximum principle satisfying CWENO schemes for non-local conservation laws. SIAM Journal on Scientific Computing, 41, A973-A988.
- Göttlich, S. und Knapp, S. (2019). Load-dependent machine failures in production network models. SIAM Journal on Applied Mathematics, 79, 1197-1217.
- Göttlich, S., Korn, R. und Lux, K. (2019). Optimal control of electricity input given an uncertain demand. Mathematical Methods of Operations Research, 90, 301-328.
- Göttlich, S., Lux, K. und Neuenkirch, A. (2019). The Euler scheme for stochastic differential equations with discontinuous drift coefficient: a numerical study of the convergence rate. Advances in Difference Equations : ADE, 2019, 1-21.
- Göttlich, S., Potschka, A. und Teuber, C. (2019). A partial outer convexification approach to control transmission lines. Computational Optimization and Applications, 72, 431-456.
- Koch, S. und Neuenkirch, A. (2019). The Mandelbrot-van Ness fractional Brownian motion is infinitely differentiable with respect to its Hurst parameter. Discrete and Continuous Dynamical Systems : DCDS. Series B, 24, 3865-3880.
- Lenthe, P. und Weissmann, P. (2019). Completely asymmetric stable processes conditioned to avoid an interval. Journal of Applied Probability, 56, 1187-1197.
- Neuenkirch, A., Szölgyenyi, M. und Szpruch, L. (2019). An adaptive Euler-Maruyama scheme for stochastic differential equations with discontinuous drift and its convergence analysis. SIAM Journal on Numerical Analysis, 57, 378-403.
- Prims, D., Kötz, J., Göttlich, S. und Katterfeld, A. (2019). Validation of flow models as new simulation approach for parcel handling in bulk mode. Logistics journal : LJ : Reviewed publications, 2019, 18.06.2019.
- Bender, C. und Parczewski, P. (2018). Discretizing Malliavin calculus. Stochastic Processes and Their Applications, 128, 2489 – 2537.
- Chen, L., Göttlich, S. und Knapp, S. (2018). Modeling of a diffusion with aggregation: rigorous derivation and numerical simulation. Mathematical Modelling and Numerical Analysis = Modélisation Mathématique et Analyse Numérique, 52, 567-593.
- Duc, L. H., Garrido-Atienza, M. J., Neuenkirch, A. und Schmalfuß, B. (2018). Exponential stability of stochastic evolution equations driven by small fractional Brownian motion with Hurst parameter in (1/2,1). Journal of Differential Equations, 264, 1119-1145.
- Döring, L. (2018). Unterschiede von Studierenden als Herausforderung betrachten. Forschung & Lehre, 25, 03.08.2018.
- Erbrich, M., Göttlich, S. und Pfirsching, M. (2018). Optimal packing of material flow on conveyor belts. Optimization and Engineering, 19, 71-96.
- Friedrich, J., Kolb, O. und Göttlich, S. (2018). A Godunov type scheme for a class of LWR traffic flow models with non-local flux. Networks and Heterogeneous Media : NHM, 13, 531-547.
- Garrido-Atienza, M. J., Neuenkirch, A. und Schmalfuß, B. (2018). Asymptotical stability of differential equations driven by Hölder continuous paths. Journal of Dynamics and Differential Equations, 30, 359-377.
- Göttlich, S., Knapp, S. und Schillen, P. (2018). A pedestrian flow model with stochastic velocities: Microscopic and macroscopic approaches. Kinetic and Related Models, 11, 1333-1358.
- Göttlich, S. und Pfirsching, M. (2018). A micro-macro hybrid model with application for material and pedestrian flow. Cogent Mathematics & Statistics, 5, 1476049.
- Göttlich, S. und Teuber, C. (2018). Space mapping techniques for the optimal inflow control of transmission lines. Optimization Methods and Software, 33, 120-139.
- Koch, S. (2018). Directional Malliavin derivatives: A characterisation of independence and a generalised chain rule. Communications on Stochastic Analysis, 12, 137-156.
- Kolb, O. (2018). A third order hierarchical basis WENO interpolation for sparse grids with application to conservation laws with uncertain data. Journal of Scientific Computing, 74, 1480-1503.
- Kolb, O., Costeseque, G., Goatin, P. und Göttlich, S. (2018). Pareto-optimal coupling conditions for the Aw-Rascle-Zhang traffic flow model at junctions. SIAM Journal on Applied Mathematics, 78, 1981-2002.
- Müller, M., Moerkotte, G. und Kolb, O. (2018). Improved selectivity estimation by combining knowledge from sampling and synopses. Proceedings of the VLDB Endowment, 11, 1016-1028.
- Naumann, A., Kolb, O. und Semplice, M. (2018). On a third order CWENO boundary treatment with application to networks of hyperbolic conservation laws. Applied Mathematics and Computation, 325, 252-270.
- Neuenkirch, A. und Parczewski, P. (2018). Optimal approximation of skorohod integrals. Journal of Theoretical Probability, 31, 206-231.
- Oesting, M., Schlather, M. und Zhou, C. (2018). Exact and fast simulation of max-stable processes on a compact set using the normalized spectral representation. Bernoulli : Official Journal of the Bernoulli Society for Mathematical Statistics and Probability, 24, 1497-1530.
- Altmayer, M. und Neuenkirch, A. (2017). Discretising the Heston model: an analysis of the weak convergence rate. IMA Journal of Numerical Analysis : IMAJNA, 37, 1930-1960.
- Che, J., Chen, L., Göttlich, S., Pandey, A. und Wang, J. (2017). Boundary layer analysis from the Keller-Segel system to the aggregation system in one space dimension. Communications on Pure and Applied Analysis : CPAA, 16, 1013-1036.
- Chen, L., Göttlich, S. und Yin, Q. (2017). Mean field limit and propagation of chaos for a pedestrian flow model. Journal of Statistical Physics, 166, 211-229.
- Dreieich, S., Döring, L. und Kyprianou, A. E. (2017). Real self-similar processes started from the origin. The Annals of Probability, 45, 1952-2003.
- Döring, L., Horvath, B. und Teichmann, J. (2017). Functional analytic (ir-)regularity properties of SABR type processes. International Journal of Theoretical and Applied Finance : IJTAF, 20, 1750013-1-48.
- Döring, L., Klenke, A. und Mytnik, L. (2017). Finite system scheme for mutually catalytic branching with infinite branching rate. The Annals of Applied Probability, 27, 3113-3152.
- Fiebig, U.-R., Strokorb, K. und Schlather, M. (2017). The realization problem for tail correlation functions. Extremes : Statistical Theory and Applications in Science, Engineering and Economics, 20, 121-168.
- Göttlich, S. und Knapp, S. (2017). Semi-Markovian capacities in production network models. Discrete and Continuous Dynamical Systems : DCDS. Series B, 22, 3235-3258.
- Göttlich, S., Potschka, A. und Ziegler, U. (2017). Partial outer convexification for traffic light optimization in road networks. SIAM Journal on Scientific Computing, 39, B53-B75.
- Göttlich, S. und Schillen, P. (2017). Numerical discretization of boundary control problems for systems of balance laws: Feedback stabilization. European Journal of Control, 35, 11-18.
- Göttlich, S. und Schillen, P. (2017). Numerical feedback stabilization with applications to networks. Discrete Dynamics in Nature and Society, 2017, 1-11.
- Ha, N.-T., Sharifi, A. R., Heise, J., Schlather, M., Schnyder, U., Gross, J. J., Schmitz-Hsu, F., Bruckmaier, R. und Simianer, H. (2017). A reaction norm sire model to study the effect of metabolic challenge in early lactation on the functional longevity of dairy cows. Journal of Dairy Science : JDS, 100, 3742-3753.
- Kolb, O., Döring, L., Klinger, M., Schlather, M. und Schmidt, M. U. (2017). Individualisierte Tutorien im Mathematikstudium. Neues Handbuch Hochschullehre, 82, 77-88.
- Kolb, O., Göttlich, S. und Goatin, P. (2017). Capacity drop and traffic control for a second order traffic model. Networks and Heterogeneous Media : NHM, 12, 663-681.
- Oesting, M., Schlather, M. und Friederichs, P. (2017). Statistical post-processing of forecasts for extremes using bivariate Brown-Resnick processes with an application to wind gusts. Extremes : Statistical Theory and Applications in Science, Engineering and Economics, 20, 309-332.
- Parczewski, P. (2017). Donsker-type theorems for correlated geometric fractional Brownian motions and related processes. Electronic Communications in Probability : ECP, 22, 1-13.
- Parczewski, P. (2017). Extensions of the Hitsuda–Skorokhod integral. Communications on Stochastic Analysis, 11, 479-490.
- Parczewski, P. (2017). Optimal approximation of Skorohod integrals – examples with substandard rates. Communications on Stochastic Analysis, 11, 43-61.
- Parczewski, P. (2017). The self-normalized Donsker theorem revisited. Modern Stochastics: Theory and Applications, 4, 189-198.
- Schlather, M. und Moreva, O. (2017). A parametric variogram model bridging between bounded and unbounded variogram. Wiley Interdisciplinary Reviews : WIREs. Cognitive Science, 6, 47-52.
- Chiarello, F. A., Friedrich, J., Goatin, P. und Göttlich, S. (2020). Micro-Macro limit of a non-local generalized Aw-Rascle type model. HAL : archives-ouvertes, hal-02443123. Mannheim [u.a.].
- Armbruster, D., Göttlich, S. und Knapp, S. (2019). Continuous approximation of Mt/
Mt/1 distributions with application to production. Mannheim. - Baumgärtner, V., Göttlich, S. und Knapp, S. (2019). Feedback stabilization for a coupled PDE-ODE production system. Mannheim.
- Chiarello, F. A., Friedrich, J., Goatin, P. und Göttlich, S. (2019). A non-local traffic flow model for 1-to-1 junctions. Mannheim [u.a.].
- Dambach, T., Göttlich, S. und Knapp, S. (2019). Car path tracking in traffic flow networks with bounded buffers at junctions. Mannheim.
- Fokken, E., Göttlich, S. und Kolb, O. (2019). Optimal control of compressor stations in a coupled gas-to-power network. Mannheim.
- Göttlich, S., Hante, F. M., Potschka, A. und Schewe, L. (2019). Penalty alternating direction methods for mixed-integer optimal control with combinatorial constraints. Mannheim.
- Göttlich, S. und Knapp, S. (2019). Uncertainty quantification with risk measures in production planning. Mannheim.
- Kötz, J., Kolb, O. und Göttlich, S. (2019). A combined first and second order traffic network model. Mannheim.
- Neuenkirch, A. und Szölgyenyi, M. (2019). The Euler-Maruyama scheme for SDEs with irregular drift: Convergence rates via reduction to a quadrature problem. Ithaca, NY: Cornell University.
- Rossi, E., Kötz, J., Goatin, P. und Göttlich, S. (2019). Well-posedness of a non-local model for material flow on conveyor belts. Mannheim [u.a.].
- Yin, Q., Chen, L. und Göttlich, S. (2019). The mean field kinetic equation for interacting particle systems with non-Lipschitz force. Mannheim.
- Döring, L., Gonon, L., Prömel, D. J. und Reichmann, O. (2018). Existence and uniqueness results for time-inhomogeneous time-change equations and Fokker-Planck equations. Mannheim [u.a.].
- Döring, L. und Kyprianou, A. E. (2018). Entrance and exit at infinity for stable jump diffusions. Mannheim [u.a.].
- Döring, L., Kyprianou, A. E. und Weissmann, P. (2018). Stable processes conditioned to avoid an interval. Mannheim [u.a.].
- Döring, L., Watson, A. R. und Weissmann, P. (2018). Lévy processes with finite variance conditioned to avoid an interval. Mannheim [u.a.].
- Döring, L. und Weissmann, P. (2018). Stable processes conditioned to hit an interval continuously from the outside. Mannheim [u.a.].
- Fokken, E., Göttlich, S. und Kolb, O. (2018). Modeling and simulation of gas networks coupled to power grids. Mannheim.
- Göttlich, S., Korn, R. und Lux, K. (2018). Optimal control of electricity input given an uncertain demand. Mannheim.
- Neuenkirch, A., Nourdin, I., Rößler, A. und Tindel, S. (2018). Trees and asymptotic developments for fractional stochastic differential equations. Ithaca, NY: Cornell University.
- Döring, L., Gonon, L., Prömel, D. J. und Reichmann, O. (2017). On Skorokhod embeddings and Poisson equations. Mannheim [u.a.].
- Göttlich, S., Lux, K. und Neuenkirch, A. (2017). The Euler scheme for stochastic differential equations with discontinuous drift coefficient: A numerical study of the convergence rate. Ithaca, NY: Cornell University.
- Göttlich, S., Müller, J. und Weissen, J. (2021). GPU‐accelerated simulation of a non‐local conservation law. In , 91st Annual Meeting of the International Association of Applied Mathematics and Mechanics (GAMM) : March 15-19, 2021, Kassel, Germany (S. 1-2). Proceedings in Applied Mathematics and Mechanics : PAMM, Wiley-VCH: Weinheim [u.a.].
- Fokken, E., Göttlich, S. und Kolb, O. (2020). Optimal control of compressor stations in a coupled gas-to-power network. In , Advances in energy system optimization : Proceedings of the 2nd International Symposium on Energy System Optimization (S. 67-80). Trends in Mathematics, Birkhäuser ; Springer International Publishing: Cham.
- Göttlich, S., Hameister, K. und Herty, M. (2020). Convex quadratic mixed-integer problems with quadratic constraints. In , Operations research proceedings 2019 : selected papers of the Annual International Conference of the German Operations Research Society (GOR), Dresden, Germany, September 4-6, 2019 (S. 123-129). Operations Research Proceedings, Springer International Publishing: Cham.
- Samara, A., Rempe, F. und Göttlich, S. (2020). Modelling arterial travel time distribution using copulas. In , The 23rd IEEE International Conference on Intelligent Transportation Systems September 20 – 23, 2020 Virtual Conference : program (S. 1-6). , IEEE: Piscataway, NJ.
- Göttlich, S., Korn, R. und Lux, K. (2019). Optimal inflow control penalizing undersupply in transport systems with uncertain demands. In , Progress in industrial mathematics at ECMI 2018 : The 20th European Conference on Mathematics for Industry (S. 485-490). Mathematics in Industry, Springer: Cham.
- Knapp, S. und Göttlich, S. (2019). A production model with history based random machine failures. In , Progress in Industrial Mathematics at ECMI 2018 : The 20th European Conference on Mathematics for Industry, 18–22 June 2018, Budapest, Hungary (S. 491-497). Mathematics in Industry, Springer: Cham.
- Lux, K. und Göttlich, S. (2019). Optimal inflow control in transport systems with uncertain demands ‐ A comparison of undersupply penalties. In , 90th Annual Meeting of the International Association of Applied Mathematics and Mechanics (GAMM) (S. 1-2). Proceedings in Applied Mathematics and Mechanics : PAMM, Wiley-VCH: Weinheim [u.a.].
- Samara, A., Rempe, F., Fastenrath, U. und Göttlich, S. (2019). Assessing the probability of arriving on time using historical travel time data in a road network. In , The 2019 IEEE Intelligent Transportation Systems Conference – ITSC : Auckland, New Zealand, 27–30 October 2019 (S. 1343-1348). , IEEE: Piscataway, NJ.
- Burger, M., Göttlich, S. und Jung, T. (2018). Derivation of a first order traffic flow model of Lighthill-Whitham-Richards type. In , 15th IFAC Symposium on Control in Transportation Systems CTS 2018 : Savona, Italy, 6–8 June 2018 : proceedings (S. 49-54). IFAC-PapersOnLine, Elsevier: Frankfurt ; München [u.a.].
- Festa, A. und Göttlich, S. (2018). A Mean Field Games approach for multi-lane traffic management. In , 17th IFAC Workshop on Control Applications of Optimization CAO 2018 Yekaterinburg, Russia, 15–19 October 2018 : proceedings (S. 793-798). IFAC-PapersOnLine, Elsevier: Frankfurt ; München [u.a.].
- Göttlich, S., Herty, M. und Luckert, M. (2017). Modeling of material flow problems. In , Math for the digital factory (S. 21-36). Mathematics in Industry, Springer: Cham.
- Göttlich, S., Herty, M. und Milde, A. (Hrsg.) (2021). Mathematical modeling, simulation, optimization for power engineering and management. Cham: Springer International Publishing.
- Hameister, K. (2018). A dual tailored branch-and-bound algorithm for quadratic mixed-integer problems applied to production models with buffers. München: Verlag Dr. Hut.
- Knapp, S. (2018). Stochastic extensions of production and pedestrian models: Microscopic and macroscopic approaches. München: Verlag Dr. Hut.
- Pfirsching, M. (2018). A multi-scale model for material flow problems based on a non-local conservation law: simulation and optimization. München: Verlag Dr. Hut.
- Teuber, C. (2017). Optimal control methods for transmission lines. München: Verlag Dr. Hut.
- Hertling, C., Krause, M. und Schmidt, M. U. (2021). Innovation, Interdisziplinarität und Internationalität: Die Fakultät für Wirtschaftsinformatik und Wirtschaftsmathematik. In Eine Universität für die Gesellschaft : 75 Jahre Neubegründung Wirtschaftshochschule und Universität Mannheim (S. 129-132). Ubstadt-Weiher: verlag regionalkultur.
- Göttlich, S. (2020). Nuclear accidents: how can mathematicians help to save lives? In Mathematical modelling in real life problems: case studies from ECMI-Modelling Weeks (S. 45-58). Cham: Springer.
- Göttlich, S. und Knapp, S. (2020). Artificial networks for the estimation of pedestrian interaction forces. In Crowd dynamics (S. 11-32). Cham: Birkhäuser.
- Ableitinger, C., Göttlich, S. und Sickenberger, T. (2018). Eine Modellierungsaufgabe zum Thema „Optimale Auslastung von Flugzeugen“. In 25 Jahre ISTRON-Gruppe – eine Best-of-Auswahl aus der ISTRON-Schriftenreihe (S. 331-342). Wiesbaden: Springer Spektrum.
- Göttlich, S. (2018). Schnelles Boarding leichtgemacht: Eine Simulationsstudie mit zellulären Automaten. In Digitale Werkzeuge, Simulationen und mathematisches Modellieren : didaktische Hintergründe und Erfahrungen aus der Praxis (S. 165-181). Wiesbaden: Springer Spektrum.
- Weißen, J. (2022). Traffic and material flow models : modeling, simulation and optimization. Dissertation, Dr. Hut. München.
- Friedrich, J. (2021). Traffic flow models with nonlocal velocity. Dissertation, Dr. Hut. München.
- Jung, T. (2021). Delayed traffic models in multiple scales : new macroscopic models and their numerics. Dissertation, Fraunhofer Verlag. Stuttgart.
- Liew, M. (2021). Time-dependent effective one-particle equations for large interacting fermionic systems. Dissertation, . Mannheim.
- Meister, J. (2021). Äquivariante holomorphe Differentialoperatoren mit vektorwertigen Automorphiefaktoren. Dissertation, . Mannheim.
- Samara, A. (2021). Stochastic routing optimized for autonomous driving. Dissertation, . Mannheim.
- Schlegel, K. (2021). On a non-deterministic mixed integer problem for production control. Dissertation, . Mannheim.
- Trottner, L. (2021). Implications of Markov stability theory for nonparametric statistics, Markov additive fluctuations and data-driven stochastic control. Dissertation, . Mannheim.
- Baguley, S. (2020). Path integrals of standard Markov processes. Dissertation, . Mannheim.
- Brehmer, J. (2020). Theory and methodology of scoring functions: tail properties, interval forecasts, and point processes. Dissertation, . Mannheim.
- Lux, K. (2020). Optimal inflow control in hyperbolic supply systems with uncertain demand. Dissertation, Dr. Hut. München.
- Madensoy, M. (2020). Change points and uniform confidence for spot volatility. Dissertation, . Mannheim.
- Weissmann, S. (2020). Particle based sampling and optimization methods for inverse problems. Dissertation, . Mannheim.
- Koch, S. (2019). Sensitivity results in stochastic analysis. Dissertation, . Mannheim.
- Yin, Q. (2019). Mean field limit of many particle system with non-Lipschitz force. Dissertation, . Mannheim.
- Balnojan, S. (2018). Stokes matrices of isolated hypersurface singularities. Dissertation, . Mannheim.
- Gauß, F. (2018). Period maps and Torelli results for marked hypersurface singularities. Dissertation, . Mannheim.
- Moreva, O. (2018). Bivariate Gaussian random fields : models, simulation, and inference. Dissertation, . Mannheim.
- Schreck, N. (2018). From estimation to prediction of genomic variances : allowing for linkage disequilibrium and unbiasedness. Dissertation, . Mannheim.
- Schwab, D. (2018). Random fields on general domains – analytic properties, models, and simulations. Dissertation, . Mannheim.
- Simon, T. (2018). On the isospectral problem of Fermi curves of two-dimensional doubly periodic Schrödinger operators. Dissertation, . Mannheim.
- Weissmann, P. (2018). Lévy processes conditioned to avoid and hit intervals. Dissertation, . Mannheim.
- Dirrler, M. (2017). Spatial point process models with applications to max-stable random fields. Dissertation, . Mannheim.
- Heß, M. (2017). An enumerative method for convex programs with linear complementarity constraints and application to the bilevel problem of a forecast model for high complexity products. Dissertation, . Mannheim.
- Kalinin, A. (2017). Markovian integral equations and path-dependent partial differential equations. Dissertation, . Mannheim.
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