Foto: Anna Logue
Publikationen des Instituts für Mathematik
- Luo, D., Wang, Q. und Chen, L. (2023). Nonconstant steady states and pattern formations of generalized 1D cross-diffusion systems with prey-taxis. Studies in Applied Mathematics, 1–60.
- Mickel, A. und Neuenkirch, A. (2023). The weak convergence order of two Euler-type discretization schemes for the log-Heston model. IMA Journal of Numerical Analysis : IMAJNA (forthcoming).
- 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.
- Fokken, E., Göttlich, S. und Herty, M. (2022). Efficient simulation of coupled gas and power networks under uncertain demands. European Journal of Applied Mathematics, 1–27.
- Göttlich, S. und Schillinger, T. (2022). Control strategies for transport networks under demand uncertainty. Advances in Computational Mathematics : AICM, 48, 1–33.
- 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.
- Hertling, C. und Mase, M. (2022). The combinatorics of weight systems and characteristic polynomials of isolated quasihomogeneous singularities. Journal of Algebraic Combinatorics, 56, 929–954.
- Hertling, C. und Mase, M. (2022). The integral monodromy of isolated quasihomogeneous singularities. Algebra & Number Theory, 16, 955–1024.
- Klingert, S. und Lee, J.-W. (2022). Using real mobility patterns to assess the impact of 100% electrified mobility in a German city. Energy Informatics, 5, 1–24.
- Mase, M. (2022). Lattice duality for coupling pairs admitting polytope duality with trivial toric contribution. Beiträge zur Algebra und Geometrie = Contributions to algebra and geometry, 63, 533–559.
- 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).
- 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.
- Neuenkirch, A. und Szölgyenyi, M. (2021). The Euler-Maruyama scheme for SDEs with irregular drift: convergence rates via reduction to a quadrature problem. IMA Journal of Numerical Analysis : IMAJNA, 41, 1164–1196.
- 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. - Balnojan, S. und Hertling, C. (2020). Conjectures on spectral numbers for upper triangular matrices and for singularities. Mathematical Physics, Analysis and Geometry, 23, 1–49.
- 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.
- Brélivet, T. und Hertling, C. (2020). Bernoulli moments of spectral numbers and Hodge numbers. Journal of Singularities, 20, 205–231.
- Chiarello, F. A., Friedrich, J., Goatin, P. und Göttlich, S. (2020). Micro-macro limit of a nonlocal 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.
- David, L. und Hertling, C. (2020). (T)-structures over two-dimensional F-manifolds: formal classification. Annali di Matematica Pura ed Applicata, 199, 1221–1242.
- 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.
- 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.
- Balnojan, S. und Hertling, C. (2019). Real Seifert forms and polarizing forms of Steenbrink mixed Hodge structures. Bulletin of the Brazilian Mathematical Society = Boletim da Sociedade Brasileira de Matemática, N.S. 50, 233–274.
- 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.
- Hertling, C. und Zilke, P. (2019). Seven combinatorial problems around isolated quasihomogeneous singularities. Journal of Algebraic Combinatorics, 50, 447–482.
- 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.
- Gauss, F. und Hertling, C. (2018). μ-constant monodromy groups and Torelli results for the quadrangle singularities and the bimodal series. Journal of Singularities, 18. Special volume in honor of the life and mathematics of Egbert Brieskorn, 119–214.
- 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.
- Hertling, C. und Varchenko, A. (2018). Potentials of a Frobenius-like structure. Glasgow Mathematical Journal, 60, 681–693.
- 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.
- 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.
- 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 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.
- 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 neural 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.
- Feldmann, K. (2022). Aspects of spatial postprocessing for global temperature forecasts. Dissertation, . Mannheim.
- Guth, P. (2022). Efficient methods for optimal control problems subject to partial differential equations with uncertain coefficients. Dissertation, . Mannheim.
- Gvozdik, V. (2022). Rigorous derivation of the degenerate parabolic-elliptic Keller-Segel System from a moderately interacting stochastic particle system. Dissertation, . Mannheim.
- 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.
- Neuenkirch, A. (2021). D. Higham, P. Kloeden: „An introduction to the numerical simulation of stochastic differential equations“. Review, Jahresbericht der Deutschen Mathematiker-Vereinigung