Fakultät für Mathematik (OA) : [60] Collection home page

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Collection's Items (Sorted by Submit Date in Descending order): 21 to 40 of 60
Issue DateTitleAuthor(s)
2021On local optimality of vertex type designs in generalized linear modelsIdais, Osama
2020Finite element error estimates on geometrically perturbed domainsMinakowski, Piotr; Richter, Thomas
2020A parallel Newton multigrid framework for monolithic fluid-structure interactionsFailer, L.; Richter, Thomas
2021A Newton multigrid framework for optimal control of fluid–structure interactionsFailer, L.; Richter, Thomas
2021Mixed-integer optimal control under minimum dwell time constraintsZeile, Clemens; Robuschi, Nicolò; Sager, Sebastian
2020The triangle groups (2, 4, 5) and (2, 5, 5) are not systolicKarrer, Annette; Schwer, Petra; Struyve, Koen
2021On mixed-integer optimal control with constrained total variation of the integer controlSager, Sebastian; Zeile, Clemens
2021Solving mixed-integer nonlinear optimization problems using simultaneous convexification : a case study for gas networksLiers, Frauke; Martin, Alexander; Merkert, Maximilian; Mertens, Nick; Michaels, Dennis
2020Permutations on finite fields with invariant cycle structure on linesGerike, Daniel; Kyureghyan, Gohar M.
2020Shadows in coxeter groupsGraeber, Marius; Schwer, Petra
2021Classification of triples of lattice polytopes with a given mixed volumeAverkov, Gennadiy; Borger, Christopher; Soprunov, Ivan
2020The mixed degree of families of lattice polytopesNill, Benjamin
2020Cubic bent functions outside the completed Maiorana-McFarland classPolujan, Alexandr; Pott, Alexander
2020Optimal design in hierarchical random effect models for individual prediction with application in precision medicinePrus, Maryna; Benda, Norbert; Schwabe, Rainer
2021Optimal 2 K paired comparison designs for third-order interactionsNyarko, Eric
2020Decompounding discrete distributions : a nonparametric Bayesian approachGugushvili, Shota; Mariucci, Ester; Meulen, Frank
2021Chebyshev-Edgeworth-type Approximations for statistics based on samples with random sizesChristoph, Gerd; Ulyanov, Vladimir V.
2019On the Impossibility of First-Order Phase Transitions in Systems Modeled by the Full Euler EquationsHantke, Maren; Thein, Ferdinand
2019Theoretical analysis of forced segmented temperature gradients in liquid chromatographyHayat, Adnan; An, Xinghai; Qamar, Shamsul; Warnecke, Gerald; Seidel-Morgenstern, Andreas
2020Second order expansions for high-dimension low-sample-size data statistics in random settingChristoph, Gerd; Ulyanov, Vladimir V.
Collection's Items (Sorted by Submit Date in Descending order): 21 to 40 of 60