Gennady Samorodnitsky
School of Operations Research and Industrial Engineering
Technical Reports

  • J.R. Kurz-Kim, S. T. Rachev, G. Samorodnitsky and S. Stoyanov, ``Asymptotic distribution of unbiased linear estimators in the presence of heavy-tailed stochastic regressors and residuals''pdf file

  • H. Hult, F. Lindskog, T. Mikosch and G. Samorodnitsky, ``Functional large deviations for multivariate regular varying random walks''pdf file

  • S. Cohen and G. Samorodnitsky "Random rewards, Fractional Brownian local times and stable self-similar processes"pdf file

  • G. Fay, B. Gonzalez-Arevalo, T. Mikosch and G. Samorodnitsky "Modeling teletraffic arrivals by a Poisson cluster process"pdf file

  • Danielsson, J., N. Jorgensen, B., Sarma, M., Samorodnitsky, G. and de Vries, C.G. ``Subadditivity Reexamined: the case for Value--at--Risk''pdf file

  • Mikosch, T. and Samorodnitsky, G. "Scaling limits for workload process"pdf file

  • Roy, P. and Samorodnitsky, G. "Stationary symmetric alpha-stable discrete parameter random fields"pdf file

  • Roy, P. and Samorodnitsky, G. "Maharam extension for nonsigular group actions"pdf file

  • Alparslan, T. and Samorodnitsky, G. "Ruin Probability with Certain Stationary Stable Claims Generated by Conservative Flows"pdf file

  • Alparslan, T. and Samorodnitsky, G. "Asymptotic Analysis of Exceedance Probability with Stationary Stable Steps Generated by Dissipative Flows pdf file

  • Hult, H. and Samorodnitsky, G. ``Tail probabilities for infinite series of regularly varying random vectors'' pdf file

  • Samorodnitsky, G. "Long range dependence"pdf file

  • Ghosh, S. and Samorodnitsky, G. ``The effect of memory on functional large deviations of infinite moving average processes'' pdf file

  • Jacobsen, M., Mikosch, T., Rosinski, J. and Samorodnitsky, G. ``Inverse problems for regular variation of linear filters, a cancellation property for $\sigma$-finite measures, and identification of stable laws'' pdf file

  • Adler, R., Samorodnitsky, G. and Taylor, J. ``Excursion sets of stable random fields''pdf file

  • Fasen, V. and Samorodnitsky, G. ``The workload process with a Poisson cluster input can look like a Fractional Brownian motion even in the slow growth regime''pdf file

    Last revised: 08/07/2007

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