Austrian Academy of Sciences Johann Radon Institute for Computational and Applied Mathematics
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2021

Peer Reviewed Journal Publication

Peer Reviewed Journal Publication

  • Middeke, Johannes; Jeffrey, David J.; Koutschan, Christoph (2021, online: 2020) Common factors in fraction-free matrix decompositions. Mathematics in Computer Science, Bd. 15 (4), S. 589-608.
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  • Mohammadi, A.; Stevens, S. (2021) Attaining the exponent 5/4 for the sum-product problem in finite fields. International Mathematical Research Notices, Bd. rnab338, S. 1--11.
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  • Azmi, Behzad; Kunisch, Karl; Rodrigues, S. Sergio (2021) Stabilization of nonautonomous parabolic equations by a single moving actuator. Discret. Contin. Dyn. Syst., Bd. 41 (12), S. 5789-5824.
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  • Kapl, Mario; Sangalli, Giancarlo; Takacs, Thomas (2021) A family of C-1 quadrilateral finite elements. Adv. Comput. Math., Bd. 47 (6), S. ARTN 82.
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  • Rodrigues, Sergio S. (2021) Semiglobal Oblique Projection Exponential Dynamical Observers for Nonautonomous Semilinear Parabolic-Like Equations. J. Nonlinear Sci., Bd. 31 (6), S. ARTN 100.
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  • Rodrigues, Sergio S. (2021, online: 2018) Feedback Boundary Stabilization to Trajectories for 3DNavier–Stokes Equations. Appl. Math. Optim., Bd. 84 (2), S. 1149-1186.
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  • Jüttler, Bert; Lubbes, Niels; Schicho, Josef (2021) Projective isomorphisms between rational surfaces. Journal of Algebra, Bd. 594, S. 571-596.
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  • A. Ebert, ; Pillichshammer, F. (2021) Tractability of approximation in the weighted Korobov space in the worst-case setting - a complete picture. Journal of Complexity, Bd. 67, S. 101571.
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  • Barbier, Tobias; Shakour, Emad; Sigmund, Ole; Lombaert, Geert; Schevenels, Mattias (2021) Topology optimization of damage‐resistant structures with a predefined load‐bearing capacity. International Journal for Numerical Methods in Engineering, Bd. 124 (4), S. 1114-1145.
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  • Gerth, Daniel; Ramlau, Ronny (2021) Estimating Solution Smoothness and Data Noise with Tikhonov Regularization. Numer. Funct. Anal. Optim.
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  • Ablinger, Jakob; Uncu, Ali Kemal (2021) qFunctions - A Mathematica package for q-series and partition theory applications. J. Symb. Comput., Bd. 107, S. 145-166.
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  • Kirisits, Clemens; Quellmalz, Michael; Ritsch-Marte, Monika; Scherzer, Otmar; Setterqvist, Eric et al. [..] (2021) Fourier reconstruction for diffraction tomography of an object rotated into arbitrary orientations. Inverse Probl., Bd. 37 (11), S. ARTN 115002.
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  • Egger, Herbert; Sabouri, Mania (2021) On the structure preserving high-order approximation of quasistatic poroelasticity. Mathematics and Computers in Simulation, Bd. 189, S. 237-252.
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  • Petras, A.; Moreno Weidmann, Z.; Leoni, M.; Gerardo-Giorda, L.; Guerra, J. M. (online: 2021) Systematic Characterization of High-Power Short-Duration Ablation: Insight From an Advanced Virtual Model. Frontiers in Medical Technology, Bd. 3.
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  • Liu, H.; Winterhof, A. (2021) Balance and pattern distribution of sequences derived from pseudorandom subsets of Z_q. Unif. Distrib. Theory, Bd. 16 (2), S. 89--108.
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  • Pan, Maodong; Jüttler, Bert; Scholz, Felix (2021) Efficient matrix computation for isogeometric discretizations with hierarchical B-splines in any dimension. Computer Methods in Applied Mechanics and Engineering, Bd. 388 (114210).
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  • Fujiwara, Hiroshi; Sadiq, Kamran; Tamasan, Alexandru (2021) A two dimensional source reconstruction method in radiative transport using boundary data measured on an arc., Bd. 37 (11).
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  • Dölz, Jürgen; Egger, Herbert; Shashkov, Vsevolod (2021) A fast and oblivious matrix compression algorithm for Volterra integral operators. Advances in Computational Mathematics, Bd. 47, S. 81.
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  • Fujiwara, Hiroshi; Oishi, Naoya; Sadiq, Kamran; Tamasan, Alexandru (online: 2021) Numerical computation of X-ray tomography from partial measurement. JASCOME, Bd. 21 (21), S. 7.
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  • Cioaba, Sebastian M.; Dewar, Sean; Gu, Xiaofeng (2021) Spectral conditions for graph rigidity in the Euclidean plane. Discret. Math., Bd. 344 (10), S. ARTN 112527.
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  • Langer, Ulrich; Steinbach, Olaf; Yang, Huidong (2021) Robust Discretization and Solvers for Elliptic Optimal Control Problems with Energy Regularization. Comput. Methods Appl. Math.
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  • Roche-Newton, O. (2021) Sums, products and dilates on sparse graphs. SIAM Journal on Discrete Mathematics 35, Bd. 1, S. 194-204.
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  • Hanson, B.; Roche-Newton, O.; Rudnev, M. (2021) Higher convexity and iterated sum sets. Combinatorica, Bd. to appear, S. 15pp.
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  • Takacs, Stefan (online: 2021) Discretization error estimates for discontinuous Galerkin Isogeometric Analysis. Applicable Analysis.
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  • Brunner, Elisabeth; Shatokhina, Julia; Shirazi, Muhammad Faizan; Drexler, Wolfgang; Leitgeb, Rainer et al. [..] (2021) Retinal adaptive optics imaging with a pyramid wavefront sensor. Biomed. Opt. Express, Bd. 12 (10), S. 5969-5990.
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  • Kotsireas, Ilias; Koutschan, Christoph (2021) Legendre pairs of lengths ℓ≡0 (mod 3). Journal of Combinatorial Designs, Bd. 29 (12), S. 870-887.
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  • Zhelezov, D. and Pálvölgyi, D. (2021) Query complexity and the polynomial Freiman-Ruzsa conjecture. Advances in Mathematics, Bd. 392, S. 18.
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  • Swaenepoel, C.; Winterhof, A. (2021) Additive double character sums over some structured sets and applications. Acta Arithmetica, Bd. 199 (2), S. 135--143.
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  • Mérai, L.; Ostafe, A.; Shparlinski, I.E. (2021) Dynamical irreducibility of polynomials in reduction modulo primes. Mathematische Zeitschrift, Bd. 298 (3-4), S. 1187--1199.
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  • Roche-Newton, O.; Warren, A. (2021) New expander bounds from affine group energy. Discrete & Computational Geometry, Bd. 66 (2), S. 552-574.
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  • Makhul, M. (2021) On the number of perfect triangles with a fixed angle. Discrete Comput. Geom., Bd. 66 (3), S. 1143--1149.
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  • Bors, A. (2021) Computation of orders and cycle lengths of automorphisms of finite solvable groups. J. Symb. Comput., Bd. 108, S. 117--136.
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  • Scholz, Felix; Jüttler, Bert (2021) Using High-Order Transport Theorems for Implicitly Defined Moving Curves to Perform Quadrature on Planar Domains. SIAM Journal on Numerical Analysis, Bd. 59, S. 2138--2162.
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  • Dewar, Sean (online: 2021) Flexible Placements of Periodic Graphs in the Plane. Discrete and Computational Geometry, Bd. 66, S. 1286–1329.
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  • Hrushikesh Mhaskar, Sergei Pereverzyev, Maria Dorothea Van Der Walt (2021) A Function Approximation Approach to the Prediction of Blood Glucose Levels. Fontiers in Applied Mathematics and Statistics, Bd. 7, S. 13.
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  • Verdun, Claudio M.; Fuchs, Tim; Harar, Pavol; Elbrachter, Dennis; Fischer, David S. et al. [..] (2021) Group Testing for SARS-CoV-2 Allows for Up to 10-Fold Efficiency Increase Across Realistic Scenarios and Testing Strategies. FRONTIERS IN PUBLIC HEALTH, Bd. 9, S. ARTN 583377.
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  • Bot, Radu; Dong, Guozhi; Elbau, Peter; Scherzer, Otmar (2021) Convergence Rates of First- and Higher-Order Dynamics for Solving Linear Ill-Posed Problems. Found. Comput. Math.
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  • Doelz, Juergen; Egger, Herbert; Schlottbom, Matthias (2021) A model reduction approach for inverse problems with operator valued data. Numer. Math., Bd. 148, S. 889–917.
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  • Pohoata, Cosmin; Roche-Newton, Oliver (2021) Four-term progression free sets with three-term progressions in all large subsets. Random Struct. Algorithms.
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  • Winterhof, A.; Xiao, Z. (2021) Binary Sequences Derived From Differences of Consecutive Primitive Roots. IEEE Trans. Inf. Theory, Bd. 67 (8), S. 5334--5338.
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  • Cesmelioglu, Ayca; Meidl, Wilfried; Pirsic, Isabel (2021) Vectorial bent functions and partial difference sets. Designs Codes Cryptogr., Bd. 89 2313–2330. (10), S. 2313--2330.
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  • Schneckenleitner, Rainer; Takacs, Stefan (online: 2021) Convergence theory for IETI-DP solvers for discontinuous Galerkin Isogeometric Analysis that is explicit in h and p. Computational Methods in Applied Mathematics, Bd. online first, S. online first.
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  • Pan, Maodong; Juttler, Bert; Mantzaflaris, Angelos (2021) Efficient matrix assembly in isogeometric analysis with hierarchical B-splines. J. Comput. Appl. Math., Bd. 390, S. ARTN 113278.
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  • Anbar, Nurdagul; Kalayci, Tekgul; Meidl, Wilfried (2021) Analysis of (n, n)-functions obtained from the Maiorana-McFarland class. IEEE Trans. Inf. Theory, Bd. 67 (7), S. 4891-4901.
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  • Fujiwara, Hiroshi; Sadiq, Kamran; Tamasan, Alexandru (online: 2021) Partial inversion of the 2D attenuated X-ray transform with data on an arc. Inverse Probl. Imaging.
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  • Cusimano, Nicole; Gerardo-Giorda, Luca; Gizzi, Alessio (2021) A space-fractional bidomain framework for cardiac electrophysiology: 1D alternans dynamics. Chaos, Bd. 31 (7), S. ARTN 073123.
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  • Spiller, Dominik; Brunk, Aaron; Habrich, Oliver; Egger, Herbert; Lukacova-Medvidova, Maria et al. [..] (2021) Systematic derivation of hydrodynamic equations for viscoelastic phase separation. Journal of Physics. Condensed Matter, Bd. 33, S. 364001.
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  • Kargaran, Somayeh; Jüttler, Bert; ThomasTakacs (2021) IGA Using Offset-based Overlapping Domain Parameterizations. Computer-Aided Design, Bd. 139 (103087).
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  • Bors, A.; Shalev, A. (2021) Words, permutations, and the nonsolvable length of a finite group. J. Comb. Algebra, Bd. 5 (2), S. 93--122.
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  • Meidl, W.; Pirsic, I. (2021) Bent and $Z_{2^k}$-bent functions from spread-like partitions. Designs, Codes, Cryptogr., Bd. 89 (1), S. 75-89.
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  • Roche-Newton, O.; Warren, A. (2021) Additive and multiplicative Sidon sets. Acta Mathematica Hungarica, Bd. 165 (2), S. 326--336.
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  • Hilany, Boulos El (2021) A note on polynomial maps having fibers of maximal dimension. Colloquium Mathematicum, Bd. ?, S. ?.
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  • Dabrowski, Alexander; Ghandriche, Ahcene; Sini, Mourad (2021) MATHEMATICAL ANALYSIS OF THE ACOUSTIC IMAGING MODALITY USING BUBBLES AS CONTRAST AGENTS AT NEARLY RESONATING FREQUENCIES. Inverse Probl. Imaging, Bd. 15 (3), S. 555-597.
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  • Azmi, Behzad; Kalise, Dante; Kunisch, Karl (2021) Optimal Feedback Law Recovery by Gradient-Augmented Sparse Polynomial Regression. J. Mach. Learn. Res., Bd. 22, S. 1-32.
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  • Endtmayer, Bernhard; Langer, Ulrich; Wick, Thomas (2021) Reliability and Efficiency of DWR-Type A Posteriori Error Estimates with Smart Sensitivity Weight Recovering. Comput. Methods Appl. Math., Bd. 21 (2), S. 351-371.
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  • Cao, Xinlin; Diao, Huaian; Liu, Hongyu; Zou, Jun (2021) ON NOVEL GEOMETRIC STRUCTURES OF LAPLACIAN EIGENFUNCTIONS IN R-3 AND APPLICATIONS TO INVERSE PROBLEMS. SIAM J. Math. Anal., Bd. 53 (2), S. 1263-1294.
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  • Rondi, Luca; Sincich, Eva; Sini, Mourad (2021) STABLE DETERMINATION OF A RIGID SCATTERER IN ELASTODYNAMICS. SIAM J. Math. Anal., Bd. 53 (2), S. 2660-2689.
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  • Kapl, Mario; Vitrih, Vito (2021) C-s-smooth isogeometric spline spaces over planar bilinear multi-patch parameterizations. Adv. Comput. Math., Bd. 47 (3), S. ARTN 47.
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  • Sini, Mourad; Wang, Haibing; Yao, Qingyun (2021) ANALYSIS OF THE ACOUSTIC WAVES REFLECTED BY A CLUSTER OF SMALL HOLES IN THE TIME-DOMAIN AND THE EQUIVALENT MASS DENSITY. Multiscale Model. Simul., Bd. 19 (2), S. 1083-1114.
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  • Dolgov, Sergey; Kalise, Dante; Kunisch, Karl K. (2021) TENSOR DECOMPOSITION METHODS FOR HIGH-DIMENSIONAL HAMILTON-JACOBI-BELLMAN EQUATIONS. SIAM J. Sci. Comput., Bd. 43 (3), S. A1625-A1650.
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  • Langer, Ulrich; Zank, Marco (2021) EFFICIENT DIRECT SPACE-TIME FINITE ELEMENT SOLVERS FOR PARABOLIC INITIAL-BOUNDARY VALUE PROBLEMS IN ANISOTROPIC SOBOLEV SPACES. SIAM J. Sci. Comput., Bd. 43 (4), S. A2714-A2736.
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  • Scholz, Felix; Juettler, Bert (2021) USING HIGH-ORDER TRANSPORT THEOREMS FOR IMPLICITLY DEFINED MOVING CURVES TO PERFORM QUADRATURE ON PLANAR DOMAINS. SIAM J. Numer. Anal., Bd. 59 (4), S. 2138-2162.
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  • Dabrowski, Alexander (2021) Asymptotic behavior of repeated eigenvalues of perturbed self-adjoint elliptic operators. Asymptotic Anal., Bd. 126 (1-2), S. 187-202.
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  • Reichelt, Michael; Windisch, Markus; Offner, Guenter; Santner, Sarah (2021) A MULTIGRID METHOD FOR ELASTO-HYDRODYNAMIC CONTACT SIMULATIONS OF RADIAL SLIDER BEARINGS. Electron. Trans. Numer. Anal., Bd. 54, S. 355-369.
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  • Roche-Newton, Oliver (2021) SUMS, PRODUCTS, AND DILATES ON SPARSE GRAPHS. SIAM Discret. Math., Bd. 35 (1), S. 194-204.
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  • Ramlau, Ronny; Soodhalter, Kirk M.; Hutterer, Victoria (2021) SUBSPACE RECYCLING-BASED REGULARIZATION METHODS. SIAM J. Matrix Anal. Appl., Bd. 42 (4), S. 1480-1505.
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  • Rodrigues, Sergio S. (2021) Oblique projection exponential dynamical observer for nonautonomous linear parabolic-like equations. SIAM J. Control Optim., Bd. 59 (1), S. 464-488.
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  • Kunisch, Karl; Trautmann, Philip (2021) An Inverse Problem Involving a Viscous Eikonal Equation with Applications in Electrophysiology. VIETNAM JOURNAL OF MATHEMATICS.
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  • Iglesias, José A. (2021) Symmetry and scaling limits for matching of implicit surfaces based on thin shell energies. ESAIM-Math. Model. Numer. Anal.-Model. Math. Anal. Numer., Bd. 55 (3), S. 1133–1161.
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  • Fujiwara, Hiroshi; Sadiq, Kamran; Tamasan, Alexandru (2021) On a local inversion of the X-ray transform from one sided data. Suuri kaiseki kenkyuujo koukyuuroku, Bd. 2021 (6), S. 23-27.
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  • Fosodeder, Peter; Hubmer, Simon; Ploier, Alexander; Ramlau, Ronny; van Frank, Sandrine et al. [..] (2021) Phase-contrast THz-CT for non-destructive testing. Opt. Express, Bd. 29 (10), S. 15711-15723.
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  • Egger, Herbert; Schmidt, Kersten; Shashkov, Vsevolod (2021) Multistep and Runge-Kutta convolution quadrature methods for coupled dynamical systems. ournal of Computational and Applied Mathematics, Bd. 387, S. 112618.
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  • Dartyge, C.; Merai, L.; Winterhof, A. (2021) On the distribution of the Rudin-Shapiro function for finite fields. Proceedings of the American Mathematical Society, Bd. 149 (12), S. 5013--5023.
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  • Brunk, Aaron; Dünweg, Burkhard; Egger, Herbert; Habrich, Oliver; Lukacova-Medvidova, Maria et al. [..] (2021) Analysis of a viscoelastic phase separation model. Journal of Physics. Condensed Matter, Bd. 33, S. 234002.
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  • Elbraechter, Dennis; Grohs, Philipp; Jentzen, Arnulf; Schwab, Christoph (2021) DNN Expression Rate Analysis of High-Dimensional PDEs: Application to Option Pricing. Constr. Approx.
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  • Koutschan, Christoph; Wong, Elaine (2021) Creative Telescoping on Multiple Sums. Mathematics in Computer Science, Bd. 15 (3), S. 483-498.
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  • Kritzer, P.; Pillichshammer, F.; Wasilkowski, G.W. (2021) On quasi-Monte Carlo methods in weighted ANOVA spaces. Mathematics of Computation, Bd. 90, S. 1381-1406.
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  • Kundu, Sudeep; Kunisch, Karl (2021) Policy iteration for Hamilton-Jacobi-Bellman equations with control constraints. Comput. Optim. Appl.
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  • Kunisch, Karl; Rodrigues, Sergio S.; Walter, Daniel (2021) Learning an Optimal Feedback Operator Semiglobally Stabilizing Semilinear Parabolic Equations. Appl. Math. Optim., Bd. 84 (1), S. 277-318.
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  • Dewar, Sean (2021, online: 2019) Equivalence of Continuous, Local and Infinitesimal Rigidity in Normed Spaces. Discrete & Computational Geometry, Bd. 65, S. 655–679.
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  • Pieper, Konstantin; Walter, Daniel (2021) LINEAR CONVERGENCE OF ACCELERATED CONDITIONAL GRADIENT ALGORITHMS IN SPACES OF MEASURES. ESAIM-Control OPtim. Calc. Var., Bd. 27, S. ARTN 38.
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  • Shokina, Nina; Teschner, Gabriel; Bauer, Andreas; Tropea, Cameron; Egger, Herbert et al. [..] (2021) Parametric Sequential Method for MRI-based Wall Shear Stress Quantification. IEEE Transactions on Medical Imaging, Bd. 20, S. 1105-1112.
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  • Rodrigues, Sergio S. (online: 2021) Oblique projection output-based feedback exponential stabilization ofnonautonomous parabolic equations. Automatica, Bd. 129, S. art. no. 109621.
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  • Wiart, Jaspar; Wong, Elaine (2021, online: 2020) Walsh functions, scrambled (0,m,s)-nets, and negative covariance: applying symbolic computation to quasi-Monte Carlo integration. Mathematics and Computers in Simulation, Bd. 182, S. 277-295.
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  • Egger, Herbert; Radu, Bogdan (2021) A second order finite element method with mass lumping for Maxwell's equations on tetrahedra. SIAM Journal on Numerical Analysis, Bd. 59, S. 864-885.
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  • Egger, Herbert; Radu, Bogdan (2021) A Second-Order Finite Element Method with Mass Lumping for Maxwell's Equations on Tetrahedra. SIAM Journal on Numererical Analysis, Bd. 59, S. 864-885.
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  • Hubmer, Simon; Ramlau, Ronny (2021) Frame Decompositions of Bounded Linear Operators in Hilbert Spaces with Applications in Tomography. Inverse Problems, Bd. 37 (5), S. 055001.
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  • Stadler, Bernadett; Ramlau, Ronny (2021) An augmented wavelet reconstructor for atmospheric tomography. Electronic Transactions on Numerical Analysis (54), S. S. 256 - 275.
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  • Lubbes, Niels (2021) Surfaces that are covered by two pencils of circles. Math. Z.
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  • Kunisch, Karl; Walter, Daniel (2021) Semiglobal optimal feedback stabilization of autonomous systems via deep neural network approximation. ESAIM-Control OPtim. Calc. Var., Bd. 27, S. ARTN 16.
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  • Iglesias, Jose A.; Mercier, Gwenael (2021) Convergence of Level Sets in Total Variation Denoising Through Variational Curvatures in Unbounded Domains. SIAM J. Math. Anal., Bd. 53 (2), S. 1509-1545.
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  • Aspri, Andrea; Beretta, Elena; Gandolfi, Alberto; Wasmer, Etienne (2021) Mortality containment vs. Economics Opening: Optimal policies in a SEIARD model. J. Math. Econ., Bd. 93, S. ARTN 102490.
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  • Dewar, Sean; Kitson, Derek; Nixon, Anthony (2021) Which graphs are rigid in l(p)(d)?. J. Glob. Optim.
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  • Ekhad, Shalosh B.; Koutschan, Christoph; Zeilberger, Doron (2021) There are EXACTLY 1493804444499093354916284290188948031229880469556 Ways to Derange a Standard Deck of Cards (ignoring suits) [and many other such useful facts]. Enumerative Combinatorics and Applications, Bd. 1 (3), S. #S2R17.
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  • Gallet, Matteo; Grasegger, Georg; Legerský, Jan; Schicho, Josef (2021) On the existence of paradoxical motions of generically rigid graphs on the sphere. SIAM Journal on Discrete Mathematics, Bd. 35 (1), S. 325-361.
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  • Scholz, Felix; Jüttler, Bert (2021) Parameterization for polynomial curve approximation via residual deep neural networks. Computer Aided Geometric Design, Bd. 85, S. 101977.
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  • Langer, Ulrich; Steinbach, Olaf; Tröltzsch, Fredi; Yang, Huidong (online: 2021) Space-time finite element discretization of parabolic optimal control problems with energy regularization. SIAM Journal on Numerical Analysis, Bd. 59 (2), S. 675-695.
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  • Roche-Newton, O.; Warren, A. (2021) Improved bounds for pencils of lines. Proceedings of the American Mathematical Society, Bd. 149 (2), S. 805–815.
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  • Gallet, Matteo; Grasegger, Georg; Legerský, Jan; Schicho, Josef (2021) Combinatorics of Bricard's octahedra. Comptes Rendus. Mathématique, Bd. 359 (1), S. 7-38.
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  • Langer, Ulrich; Steinbach, Olaf; Tröltzsch, Fredi; Yang, Huidong (online: 2021) Unstructured Space-Time Finite Element Methods for Optimal Control of Parabolic Equations. SIAM Journal on Scientific Computing, Bd. 43 (2), S. A744-A771.
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  • Lubbes, Niels (2021, online: 2020) Webs of rational curves on real surfaces and a classification of real weak del Pezzo surfaces. Journal of the London Mathematical Society, Bd. 1, S. 0.
    DOIWebsiteRISENWBIB
  • Ebert, A.; Kritzer, P.; Nuyens, D.; Osisiogu, O. (online: 2021) Digit-by-digit and component-by-component constructions of lattice rules for periodic functions with unknown smoothness. Journal of Complexity, Bd. 66, S. 101555.
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  • Scholz, Felix; Juettler, Bert (2021) Parameterization for polynomial curve approximation via residual deep neural networks. Comput. Aided Geom. Des., Bd. 85, S. ARTN 101977.
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  • Breiten, Tobias; Kunisch, Karl (2021) Neural network based nonlinear observers. Syst. Control Lett., Bd. 148, S. ARTN 104829.
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  • Merai, Laszlo; Shparlinski, Igor E. (2021) On the dynamical system generated by the Möbius transformation at prime times. Res. Math. Sci., Bd. 8 (1), S. ARTN 10.
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  • Schneider, Magdalena; Telschow, Roger; Mercier, Gwenael; López-Martinez, Montserrat; Scherzer, Otmar et al. [..] (2021) A workflow for sizing oligomeric biomolecules based on cryo single molecule localization microscopy. PLoS ONE, Bd. 1 (16), S. 23.
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  • Ramlau, R.; Dykes, L.; Reichel, L.; Soodhalter, K.; Wagner, R. (2021, online: 2020) Lanczos-based fast blind deconvolution methods. Journal of Computational and Applied Mathematics, Bd. Volume 382, S. 113067.
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  • Zic, Mark; Fajfar, Iztok; Subotic, Vanja; Pereverzyev, Sergei; Kunaver, Matevz (2021) Investigation of Electrochemical Processes in Solid Oxide Fuel Cells by Modified Levenberg-Marquardt Algorithm: A New Automatic Update Limit Strategy. PROCESSES, Bd. 9 (1), S. ARTN 108.
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  • Bouzekri, Ali; Sini, Mourad (2021) Mesoscale Approximation of the Electromagnetic Fields. Ann. Henri Poincare.
    DOIRISENWBIB
  • Pan, Maodong; Jüttler, Bert; Mantzaflaris, Angelos (2021) Efficient matrix assembly in isogeometric analysis with hierarchical B-splines. Journal of Computational and Applied Mathematics, Bd. 390 (113278).
    RISENWBIB
  • Bors, A. (2021, online: 2020) Worst-case approximability of functions on finite groups by endomorphisms and affine maps. J. Algebra Appl., Bd. 20 Paper No. 2150235, (12), S. Paper No. 2150235, 20 pp.
    DOIRISENWBIB

Book/Monograph

Book/Monograph

  • Lopez-Martinez, Montse; Mercier, Gwenael; Sadiq, Kamran; Scherzer, Otmar; Schneider, Magdalena et al. [..] (2021, online: 2020) Inverse Problems of single molecule localization microscopy. In Reihe: Time-dependent Problems in Imaging and Parameter Identification: Springer Nature Switzerland AG (292 Seiten).
    RISENWBIB
  • Kaltenbacher, Barbara; Nguyen, Tram Thi Ngoc; Scherzer, Otmar (online: 2021) The Tangential Cone Condition for Some Coefficient Identification Model Problems in Parabolic PDEs. In Reihe: Time-dependent Problems in Imaging and Parameter Identification: Springer Nature Switzerland AG (121 Seiten).
    RISENWBIB

Conference Contribution: Publication in Proceedings

Conference Contribution: Publication in Proceedings

  • Lorenz, Norbert; Offner, Günter; Jaitner, Dirk (2021) Fast Thermal Heat-Up Simulation of Hydrodynamic Lubricated Journal Bearings. (NAFEMS World Congress 2021), S. 213.
    RISENWBIB
  • Haslinger, Josef; Offner, Guenter; Sopouch, Martin; Zinkiewicz, Bianka (2021) Modal Analysis of Planetary Gearsets. (NAFEMS World Congress 2021 Salzburg, Austria), S. 22.
    RISENWBIB
  • Kaltenbrunner, Thomas; Gaith, Daniela; Parteder, Erik; Liebrecht, Michael; Egger, Rupert et al. [..] (2021) Predicting the Change in Strength Properties of Heavy Plates Due to the Levelling Operation., Proceedings of STEEL SIM'21, The 9th International Conference on Modeling and Simulation of Metallurgical Processes in Steelmaking; Wien.
    RISENWBIB

Contribution in Collection

Contribution in Collection

  • Egger, Herbert; Shashkov, Vsevolod (2021) On energy preserving high-order discretizations for nonlinear acoustics., Numerical Mathematics and Advanced Applications ENUMATH 2019: Springer, S. 353-362.
    DOIRISENWBIB
  • Egger, Herbert; Radu, Bogdan (2021) A second order finite element method with mass lumping for wave equations in H(div)., Numerical Mathematics and Advanced Applications ENUMATH 2019: Springer, S. 793-802.
    DOIRISENWBIB
  • Koutschan, Christoph (2021) Holonomic anti-differentiation and Feynman amplitudes. In: Blümlein, Johannes; Schneider, Carsten (Hrsg.), Anti-Differentiation and the Calculation of Feynman Amplitudes, S. 261-277.
    DOIWebsiteDownloadRISENWBIB
  • Ronny, Ramlau; Jenny, Niebsch (2021) Tomographic Reconstruction for Single Conjugate Adaptive Optics. In: Barbara, Kaltenbacher; Thomas, Schuster; Anne, Wald (Hrsg.), Time-dependent Problems in Imaging and Parameter Identification: Springer, S. 303-322.
    DOIWebsiteRISENWBIB

Dissertation

Dissertation

  • Wong, Elaine (2021) Applied Symbolic Computation: Computer Algebra Approaches in Ramsey Theory, Quasi-Monte Carlo Integration Theory, Tiling Problems, and Symbolic Integration. Doktorarbeit, Institute for Algebra, Johannes Kepler University.
    RISENWBIB

Habilitation

Habilitation

  • Roche-Newton, Oliver (2021) Sums, Products and Growth., Johannes Kepler University, Linz.
    RISENWBIB

Editorship

Editorship

  • Filipuk, Galina; Koutschan, Christoph; Marcellán, Francisco; Assche, Walter Van (Hrsg.) (2021) Special issue OPSFA15: orthogonal polynomials, special functions and applications. In Reihe: Integral Transforms and Special Functions: Taylor & Francis.
    DOIRISENWBIB
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