FB 06 - Mathematik/Informatik

Card

Organization name
FB 06 - Mathematik/Informatik
Parent OrgUnit
City
Osnabrück
Country
Germany

OrgUnit's Researchers publications
(Veröffentlichung der Organisationseinheit)


81-100 von 1196

ErscheinungsdatumTitelAutor(en)
812011A note on the weak Lefschetz property of monomial complete intersections in positive characteristicBrenner, Holger ; Kaid, Almar
822010A note on the weak Lefschetz property of monomial complete intersections in positive characteristicBrenner, Holger ; Kaid, Almar
832003A polynomial algorithm for P vertical bar p(j)=1, r(j), outtree vertical bar Sigma C-jBrucker, P; Hurink, J; Knust, S 
842009A Queueing System with Two Parallel Lines, Cost-Conscious Customers, and JockeyingStadje, Wolfgang 
852001A random walk model for a multi-component deteriorating systemStadje, W ; Zuckerman, D
862019A RANDOMIZED MULTIVARIATE MATRIX PENCIL METHOD FOR SUPERRESOLUTION MICROSCOPYEhler, Martin; Kunis, Stefan ; Peter, Thomas; Richter, Christian
871999A Regularity Criterion for Semigroup RingsBruns, W. ; Gubeladze, J.
882020A Relaxed Kaanov iteration for the p-poisson problemDiening, L. ; Fornasier, M.; Tomasi, R.; Wank, M.
892008A remark on Frobenius descent for vector bundlesBrenner, Holger ; Kaid, Almar
902017A remark on regularity of powers and products of idealsBruns, Winfried ; Conca, Aldo
912016A remark on regularity of powers and products of idealsBruns, Winfried ; Conca, Aldo
922015A Review and Taxonomy of Interactive Optimization Methods in Operations ResearchMeignan, David ; Knust, Sigrid ; Frayret, Jean-Marc ; Pesant, Gilles ; Gaud, Nicolas 
932023A scalable, heterogeneous hardware platform for accelerated aiot based on microserversGriessl, R.; Porrmann, F.; Kucza, N.; Mika, K.; Hagemeyer, J.; Kaiser, M.; Porrmann, M. ; Tassemeier, M.; Flottmann, M.; Qararyah, F.; Waqar, M.; Trancoso, P.; Ödman, D.; Gugala, K.; Latosinski, G.
941990A Sequential Estimation Procedure for the Parameter of an Exponential DistributionStadje, W. 
952019A simple approach to intrinsic correspondence learning on unstructured 3D meshesLim, I.; Dielen, A.; Campen, M. ; Kobbelt, L.
962018A Simple Approach to Intrinsic Correspondence Learning on Unstructured 3D Meshes.Lim, Isaak; Dielen, Alexander; Campen, Marcel ; Kobbelt, Leif
972019A spatio-semantic approach to reasoning about agricultural processesDeeken, Henning; Wiemann, Thomas ; Hertzberg, Joachim 
982018A spatio-semantic model for agricultural environments and machinesDeeken, H.; Wiemann, T. ; Hertzberg, J. 
992012A STABLE AND ACCURATE BUTTERFLY SPARSE FOURIER TRANSFORMKunis, Stefan ; Melzer, Ines
1002003A stochastic clearing model with a Brownian and a compound Poisson componentKella, O; Perry, D; Stadje, W