FB 3: Mathematik /Naturwissenschaften
Universität Koblenz
- 0261/287-2201
- 0261/287-2202
Perchthaler, Dennis; Horstmann, Thomas; Grau, Stefan
Variations in Neuromuscular Activity of Thigh Muscles During Whole-Body Vibration in Consideration of Different Biomechanical VariablesJournal of Sports Science & Medicine. Bd. 12. H. 3. Bursa: Department of Sports Medicine, Medical Faculty of Uludag University 2013 S. 439 - 446
Yousefi, Hamid Reza; Fischer, Klaus
Verstehen und Verständigung in einer veränderten Welt: Theorie - Probleme - PerspektivenWiesbaden: Springer VS 2013
Maaß, Jürgen; Siller, Hans-Stefan
Zum Themenbereich Ernährung im realitätsbezogenen MathematikunterrichtMatthias Brandl; Astrid Brinkmann; Michael Bürker (Hrsg). Mathe vernetzt: Anregungen und Materialien für einen vernetzenden Mathematikunterricht; Band 3. Hallbergmoos: Aulis 2013 S. 106 - 113
Brunn, Melanie; Spielvogel, Sandra; Sauer, Tilmann et al.
δ¹³C depth profiles in forest soils as proxy for decomposition of SOM across a temperature and precipitation gradient2013
Joost, Merten; Joost, M.
JAPI Programmierhandbuchwww.japi.de. Koblenz. 2012
Joost, M.
JAPI Referenzhandbuchwww.japi.de. Koblenz. 2012
Imhof, Wolfgang; Wunderle, Joachim
(1E,2E)-1,2-Bis(2,3-dihydro-1H-inden-1- ylidene)hydrazineActa Crystallographica Section E : Crystallographic Communications. Bd. E68. H. 9. Chester: International Union of Crystallography 2012 S. o2741
Kosmehl, Thomas; Otte, Jens C.; Yang, Lixing et al.
A combined DNA-microarray and mechanism-specific toxicity approach with zebrafish embryos to investigate the pollution of river sedimentsReproductive Toxicology. Bd. 33. H. 2. Amsterdam: Elsevier 2012 S. 245 - 253
Hinze, Michael; Vierling, Morten
A Globalized Semi-smooth Newton Method for Variational Discretization of Control Constrained Elliptic Optimal Control ProblemsGünter Leugering; Sebastian Engell; Andreas Griewank; Michael Hinze; Rolf Rannacher; Volker Schulz; Michael Ulbrich; Stefan Ulbrich (Hrsg). Constrained Optimization and Optimal Control for Partial Differential Equations. Basel: Birkhäuser 2012 S. 171 - 182
Deckelnick, Klaus; Hinze, Michael
A note on the approximation of elliptic control problems with bang-bang controlsComputational Optimization and Applications. Bd. 51. H. 2. New York, NY: Springer 2012 S. 931 - 939