[59] JUNG, A. F. Is Reilly’s law of retail gravitation always true? The Journal of Marketing 24, 2 (October
1959), 62–63.
[60] KOLDA, T. G., AND BADER, B. W. Tensor decompositions and applications. SIAM Review 51, 3
(September 2009), 455–500.
[61] KOWALSKI, J., AND WARFIELD, B. Modeling traffic demand between nodes in a telecommunica-
tions network. In ATNAC ’95 (1995).
[62] LABOVITZ, C., IEKEL-JOHNSON, S., MCPHERSON, D., OBERHEIDE, J., AND JAHANIAN, F. In-
ternet inter-domain traffic. In ACM SIGCOMM (2010), pp. 75–86.
[63] LAKHINA, A., CROVELLA, M., AND DIOT, C. Characterization of network-wide anomalies in traffic
flows. In ACM SIGCOMM Internet Measurement Conference (IMC) (2004), pp. 201–206.
[64] LAKHINA, A., CROVELLA, M., AND DIOT, C. Diagnosing network-wide traffic anomalies. In ACM
SIGCOMM 2004 (2004), pp. 219–230.
[65] LAKHINA, A., CROVELLA, M., AND DIOT, C. Mining anomalies using traffic feature distributions.
In ACM SIGCOMM 2005 (2005), pp. 217–228.
[66] LAKHINA, A., PAPAGIANNAKI, K., CROVELLA, M., DIOT, C., KOLACZYK, E. D., AND TAFT,
N. Structural analysis of network traffic flows. SIGMETRICS Perform. Eval. Rev. 32, 1 (June 2004),
61–72.
[67] LAM, D., COX, D., AND WIDOM, J. Teletraffic modeling for personal communications services.
IEEE Communications Magazine: Special Issues on Teletraffic Modeling Engineering and Manage-
ment in Wireless and Broadband Networks 35 (February 1997), 79–87.
[68] LI, X., BIAN, F., CROVELLA, M., DIOT, C., GOVINDAN, R., IANNACCONE, G., AND LAKHINA,
A. Detection and identification of network anomalies using sketch subspaces. In ACM SIGCOMM
Internet Measurement Conference (IMC) (2006), pp. 147–152.
[69] MALLAT, S. A Wavelet Tour of Signal Processing. Academic Press, 1998.
[70] MCCULLAGH, P., AND NELDER, J. A. Generalized Linear Models, 2nd ed. Monographs on Statis-
tics and Applied Probability. Chapman and Hall, 1989.
[71] MCFADDEN, D. Modeling the choice of residential location. In Spatial Interaction Theory and
Planning Models, A. Karlqvist et al., Ed. North Holland, 1978, pp. 75–96.
[72] MEDINA, A., FRALEIGH, C., TAFT, N., BHATTACHARYYA, S., AND DIOT, C. A taxonomy of IP
traffic matrices. Proc. SPIE 4868, 200–213 (July 2002).
[73] MEDINA, A., TAFT, N., SALMATIAN, K., BHATTACHARYYA, S., AND DIOT, C. Traffic matrix
estimation: Existing techniques and new directions. In ACM SIGCOMM 2002 (2002), pp. 161–174.
[74] MITRA, D., AND WANG, Q. Stochastic traffic engineering for demand uncertainty and risk-aware
network revenue management. IEEE/ACM Trans. Networking 13, 2 (April 2005), 221–233.
[75] MURPHY, J., HARRIS, R., AND NELSON, R. Traffic engineering using OSPF weights and splitting
ratios. In Proceedings of 6th International Symposium on Communications Interworking of IFIP -
Interworking 2002 (2002), pp. 13–16.