Universität Osnabrück

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Organization name
Universität Osnabrück
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City
Osnabrück
Country
Germany

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(Veröffentlichung der Organisationseinheit)


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Schlagwort:  Mathematics

81-100 von 637

ErscheinungsdatumTitelAutor(en)
812013An explicit example of Frobenius periodicityBrenner, Holger ; Kaid, Almar
822010An explicit example of Frobenius periodicityBrenner, Holger ; Kaid, Almar
831987AN EXTENSION THEOREM FOR CONVEX-FUNCTIONS AND AN APPLICATION TO TEICHER CHARACTERIZATION OF THE NORMAL-DISTRIBUTIONSTADJE, W 
842000An inventory system for perishable items with by-productsPerry, D; Stadje, W 
852000An iterative approximation procedure for the distribution of the maximum of a random walkStadje, W 
861987An Optimal k-Stopping Problem for the Poisson ProcessStadje, Wolfgang 
871987AN OPTIMAL STOPPING PROBLEM WITH FINITE-HORIZON FOR SUMS OF IID RANDOM-VARIABLESSTADJE, W 
881997An optimal stopping problem with two levels of incomplete informationStadje, W 
891989AN UPPER BOUND FOR THE ACCURACY OF THE WIENER PROCESS-APPROXIMATION OF THE ERROR PROBABILITIES OF THE SPRTSTADJE, W 
902020Anfangsunterricht MathematikHasemann, Klaus; Gasteiger, Hedwig 
912022Angle-bounded 2D mesh simplificationHinderink, Steffen; Mandad, Manish; Campen, Marcel 
922003Annuities with controlled random interest ratesPerry, D; Stadje, W ; Yosef, R
932001Approximating parabolas as natural bounds of Heisenberg spectra: Reply on the comment of O. WaldmannSchmidt, H.-J.; Schnack, Jürgen ; Luban, Marshall
941997ASYMPTOTIC BEHAVIOR OF SOME INTERACTIVE POPULATION FLOW MODELSStadje, Wolfgang 
952018Asymptotic Behavior of Symmetric Ideals: A Brief SurveyJuhnke-Kubitzke, Martina ; Le, Dinh Van; Römer, Tim 
962020Asymptotic behavior of symmetric ideals: A brief survey.Juhnke-Kubitzke, Martina ; Le, Dinh Van; Römer, Tim 
971987Asymptotic behaviour of a stopping time related to cumulative sum procedures and single-server queuesStadje, Wolfgang 
982013ASYMPTOTIC EXPECTED NUMBER OF PASSAGES OF A RANDOM WALK THROUGH AN INTERVALKella, Offer; Stadje, Wolfgang 
992021ASYMPTOTIC NORMALITY FOR RANDOM SIMPLICES AND CONVEX BODIES IN HIGH DIMENSIONSAlonso-Gutierrez, D.; Besau, F.; Grote, J.; Kabluchko, Z.; Reitzner, M. ; Thale, C.; Vritsiou, B-H; Werner, E.
1002019Asymptotic normality for random simplices and convex bodies in high dimensionsAlonso-Gutiérrez, David; Besau, Florian; Grote, Julian; Kabluchko, Zakhar; Reitzner, Matthias ; Thäle, Christoph; Vritsiou, Beatrice-Helen; Werner, Elisabeth M.