參考文獻 |
[1] George Michailidis, Bowel Xi, Vijayan N.Nair.
“Statistical aspects of the analysis of data
networks”, Technometrics , 49, pp.318-334, 2007.
[2] West. M., (2000) “Bayesian regression analysis in the “Large p, Small n” paradigm”, Technical Report 00-22, Institute of Statistics and Decision Sciences, Duke University.
[3] Geo5204 “Minimum norm solutions” Inverse theory lecture 6.
http://www.geo.umn.edu/courses/5204/Lectures/lecture_06.pdf
[4] Zellner. A. (1986) “On assessing prior distributions and Bayesian regression analysis with g-prior distribution”, In Bayesian Inference and Decision Techniques: Essays in Honor of Bruno de Finetti, pp233-243.Amsterdam:North-holland.
[5]West.M., Nevins K.R., Marks J.R., Spang,R., Blanchett,C. and Zuzan,H. (2000) “DNA microarray data analysis and regression modeling for genetic expression profiling.” ISDS discussion Paper #00-15. Submitted for publication.
[6] Douglas C. Montgomery, Raymond H. Myers. (2002) “Response surface methodology : process and product in optimization using designed experiments. 2nd edition” New York:Wiley
[7] M. Armony and N. Bambos, (2003) “Queueing Dynamics and Maximal Throughput Scheduling in Switched Processing Systems” , Queueing Systems: Theory and Applications, 44(3), pp.209-252.
[8]Y.C. Hung, (2002) “Modeling and Analysis of Stochastic Networks with Shared Resources”, Ph.D.thesis, Department of Statistics, The University of Michigan.
[9]Y.C. Hung and G. Michailidis, (2007) “A Measurement Based Dynamic policy for Switched Processing Systems”, Proceedings of IEEE International Conference on Communications.
[10]Lawrence, E., Michailidis, G., Nair, V. N. and Xi, B. W. (2006), ”Network Tomography: A Review and Recent Developments”, in Frontiers in Statistics, Fan and Koul (eds.), Imperial College Press, London, pp. 345-366
[11]Tsang, Y., Coates, M. and Nowak, R. D. (2003), “Network Delay Tomography,” IEEE Transactions on Signal Processing, 8, pp 2125-2135
[12]Vardi, Y., (1996) “Network tomography: Estimation source-destination traffic intensities from source data,” JASA, 91, 365-377
[13]Duffield, N.G. and Lo Presti, F. (2004), Network Tomography from Measured End-to-End Delay Covariance, IEEE/ACM Transactions on Networking, 13, 325-336
[14]Lawrence, E., Michailidis, G., Nair, V. N. (2007) ”Statistical Inverse Problems in Active Network Tomography,” in Statistical Inverse Problems, R. Liu., W. Straderman, C. H. Zhang (editors), IMS Lecture Note Series.
[15]Castro, R., Coates, M, Liang, G., Nowak, R. and Yu, B. (2004), “Network Tomogra-
phy: Recent Developments,” Statistical Science, 19, 499-517 |