JAHRESBERICHT 2002/2003 - Fakultät für Mathematik - Otto-von ...
JAHRESBERICHT 2002/2003 - Fakultät für Mathematik - Otto-von ...
JAHRESBERICHT 2002/2003 - Fakultät für Mathematik - Otto-von ...
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106 B Institute<br />
B.4.6 Publikationen<br />
1. Christoph, G.: Asymptotic expansions with discrete stable limit laws. Limit<br />
Theorems in Probability and Statistics I (<strong>2002</strong>), pp 293-303.<br />
2. Christoph, G.; Hackel, H.: Starthilfe Stochastik. 1. Auflage, <strong>2002</strong>, B.G.<br />
Teubner-Verlag.<br />
3. Gaffke, N.; Heiligers, B.; Offinger R.: Isotropic discrete orientation distributions<br />
on the 3D special orthogonal group. Linear Algebra and Its Applications<br />
354 (<strong>2002</strong>), 119-139.<br />
4. Gaffke, N.; Heiligers, B.; Offinger R.: On the Asymptotic Null-Distribution<br />
of the Wald Statistic at Singular Parameter Points. Statistics and Decisions<br />
20 (<strong>2002</strong>), 379-398.<br />
5. Heiligers, B.; Hilgers, R.-D.: A Note on optimal mixture and mixture<br />
amount designs. Statistica Sinica 13 (<strong>2003</strong>), 709-725.<br />
6. Kahle, W.; Gasmi, S.; Love, C. E.: A General Repair, Proportional-Hazards,<br />
Framework to Model Complex Repairable Systems. IEEE Transactions on Reliability<br />
52 (<strong>2003</strong>), 26-32.<br />
7. Kahle, W., Love, C. E.: Modeling the Influence of Maintenance Actions, In:<br />
B.H. Lindquist, K. A. Doksum (eds): Mathematical and Statistical Methods in<br />
Reliability, World Scientific Publishing Co., Series on Quality, Reliability and<br />
Engineering Statistics, <strong>2003</strong>, 387-399.<br />
8. Lehmann, A.: Smoothness of first passage time distributions and a new<br />
integral equation for the first passage time density of continuous Markov processes.<br />
Adv. Appl. Prob. 34 (<strong>2002</strong>), 869-887.<br />
9. Lehmann, A.: Degradation Based Reliability Models with Imperfect Repair.<br />
Third International Conference on Mathematical Methods in Reliability MMR<br />
Trondheim, Kongressband (<strong>2002</strong>), 377-380.<br />
10. Müller-Gronbach, T.: The Optimal Uniform Approximation of Systems<br />
of Stochastic Differential Equations. The Annals of Applied Probability 12<br />
(<strong>2002</strong>), 664-690.<br />
11. Müller-Gronbach, T.; Hofmann, N.; Ritter, K.: Linear vs Standard Information<br />
for Scalar Stochastic Differential Equations. Journal of Complexity 18<br />
(<strong>2002</strong>), 394-414.<br />
12. Schwabe, R.; Großmann, H.; Holling, H.: Advances in Optimum Experimental<br />
Design for Conjoint Analysis and Discrete Choice Models. Econometric<br />
Models in Marketing, Advances in Econometrics, 16 (<strong>2002</strong>), 93-117.<br />
13. Schwabe, R; Gräf-Gruß, R.; Füsgen, I.; Stippler, D.; Weinrebe, W.: The<br />
Two-Factor Method - A New Approach to Categorizing the Clinical Stages of
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