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R. Hofer, A. Winterhof (2018) On the 2-adic complexity of the two-prime generator. IEEE Transactions Information Theory, Bd. 64 (8), S. 5957--5960.
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Hubmer, Simon; Ramlau, Ronny (2018) Nesterov's accelerated gradient method for nonlinear ill-posed problems with a locally convex residual functional. Inverse Probl., Bd. 34 (9), S. ARTN 095003.
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Eszter Madai, Bartłomiej Matejczyk, Andras Dallos, Monika Valiskoa, Dezso Boda (2018) Controlling ion transport through nanopores: modeling transistor behavior. Physical Chemistry Chemical Physics, Bd. 20, S. 1-12.
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Kalise, Dante; Kunisch, Karl (2018) POLYNOMIAL APPROXIMATION OF HIGH-DIMENSIONAL HAMILTON JACOBI BELLMAN EQUATIONS AND APPLICATIONS TO FEEDBACK CONTROL OF SEMILINEAR PARABOLIC PDES. SIAM J. Sci. Comput., Bd. 40 (2), S. A629-A652.
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Li, Zijia; Schicho, Josef; Schroecker, Hans-Peter (2018) A survey on the theory of bonds. IMA J. Math. Control Inf., Bd. 35 (1), S. 279-295.
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M. Karpinski, L. Mérai, I. E. Shparlinski (2018) Identity Testing and Interpolation from High Powers of Polynomials of Large Degree over Finite Fields. J. Complexity, Bd. 49, S. 74--84.
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Langer, Ulrich; Yang, Huidong (2018, online: 2016) Numerical simulation of fluid–structure interaction problems with hyperelastic models: A monolithic approach. Mathematics and Computers in Simulation, Bd. 145, S. 186-208.
A. Festa, A. Tosin, M.T. Wolfram (2018) Kinetic description of collision avoidance in pedestrian dynamics bysidestepping. Kinetic and Related Models, Bd. NAN, S. NAN.
Thanatipanonda, Thotsaporn; Wong, Elaine (2018) Curious Bounds for Floor Function Sums. Journal of Integer Sequences, Bd. 21, S. Article 18.1.8.
A. Rund, ; C.S. Aigner, ; K. Kunisch, ; Stollberger, R. (online: 2018) Simultaneous multislice refocusing by time-optimal control. Magnetic Resonance in Medicine, Bd. 80 (4), S. 1416-1428.
Azmi, Behzad; Kunisch, Karl (2018) Receding Horizon Control for the Stabilization of the Wave Equation. Discrete and Continuous Dynamical Systems - Series A, Bd. 38 (2), S. 449-484.
A. Rund, ; C.S. Aigner, ; K. Kunisch, ; Stollberger, R. (2018) Magnetic Resonance RF pulse design by optimal control with physical constraints. IEEE Transactions on Medical Imaging, Bd. 37 (2), S. 461-472.
Amann, Dominic; Kalimeris, Konstantinos (2018, online: 2017) A numerical continuation approach for computing water waves of large wave height. European Journal of Mechanics / B Fluids, Bd. 67, S. 314-328.
V. Hutterer, R. Ramlau (2018) Wavefront reconstruction from nonmodulated pyramid wavefront sensor data using a singular value type expansion. Inverse Problems (34), S. 035002 (19 pp).
Azmi, Behzad; Boulanger, Anne-Céline; Kunisch, Karl (online: 2018) On the semi-global Stabilizability of the Korteweg-de Vries Equation via Model Predictive Control. ESAIM: Control, Optimisation and Calculus of Variations, Bd. 24 (1), S. 237-263.
D. Gómez-Pérez, L. Mérai, H. Niederreiter (2018) On the expansion complexity of sequences over finite fields. IEEE Trans. Inform. Theory, Bd. 64 (6), S. 4228--4232.
Steinbach, Olaf; Yang, Huidong (online: 2018) Comparison of algebraic multigrid methods for an adaptive space–time finite-element discretization of the heat equation in 3D and 4D. Numerical Linear Algebra with Applications.
Elbau, P.; Mindrinos, L.; Scherzer, O. (2018) Quantitative reconstructions in multi-modal photoacoustic and optical coherence tomography imaging. Inverse Probl., Bd. 34 (1), S. ARTN 014006.
Scherzer, Otmar; Shi, Cong (2018) Reconstruction formulas for photoacoustic imaging in attenuating media. Inverse Probl., Bd. 34 (1), S. ARTN 015006.
Sini., L. Boyadjiev; K. Rashedi; M. (2018, online: 2017) Estimation of the time-dependent body force needed to exert on a membrane to reach a desired state at the final time. Computational Methods in Applied Mathematics, Bd. 17, S. 533.
Rodrigues, Sergio S. (online: 2018) Feedback Boundary Stabilization to Trajectories for 3DNavier-Stokes Equations. Appl. Math. Optim., Bd. -, S. -.
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Isik, L.; Winterhof, A. (2018, online: 2017) Carlitz rank and index of permutation polynomials. Finite Fields and Their Applications, Bd. 49, S. 156-165.
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Aaron Lin, Mehdi Makhul, Hossein Nassajian Mojarrad, Josef Schicho, Konrad Swanepoel, Frank de Zeeuw (2018, online: 2017) On Sets Defining Few Ordinary Circles. Discrete & Computational Geometry, Bd. 59, S. 59-87.