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Annual Report 2008.pdf - SAMSI

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• Das, S., “Analyzing Fatal Drinking Behavior of Patients suffering Alcohol Dependence<br />

Disorder using Pareto Regression” sponsored by the University of Connecticut Health<br />

Center, in preparation<br />

• Dey, D., Grigoriu, M., Gaioni, E., “Semiparametric Functional Estimation Using<br />

Quantile Based Prior Elicitation” in preparation<br />

• Gaioni, E., Dey, D., “Incorporating Expert Opinion into the Joint Modeling of Extreme<br />

and Non-extreme Components of River Flow” sponsored by University of Connecticut,<br />

Center for Environmental Statistics and Engineering, in preparation<br />

• Madar, V., “Bayesian Model Selection for the Generalized FGM Copula in the Bivariate<br />

Case when both Marginal Distributions are General Extreme Value” in preparation<br />

• Madar, V., “Prior Elicitation in the Bivariate Extreme Value Situation and Some Related<br />

Modeling Issues” in preparation<br />

• Madar, V. “The Variable-Ratio Simultaneous Confidence Intervals” in preparation<br />

• Madar, V., Benjamini, Y., and Stark, P.B. “The Quasi-Conventional Simultaneous<br />

Confidence Intervals for Better Sign Determination” in preparation<br />

• Madar, V. “The Quasi-Conventional Intervals under Dependence” in preparation<br />

• Madar, V. “An Inequality for Multivariate Normal Probabilities of Nonsymmetric<br />

Rectangles” in preparation<br />

• Pal, J. “Penalized Likelihood Ratio in the Density Estimation Problem” Invited revision<br />

from Scandinavian Journal of Statistics<br />

• Rios, J., “Adversarial Risk Analysis” Paper almost completed (99%)<br />

• Rios, J., “Computations in Adversarial Risks” in preparation<br />

• Rios, J., “Reduced Order Model for Bayesian Risk Analysis” in preparation<br />

• Rios, J., “Bayesian Discrete Event Simulation” in preparation<br />

• Spiller, E.T., and G. Biondini “Importance Sampling for Dispersion Managed Solitons”<br />

in preparation<br />

• Werker, B., Renault, E., “Causality Effects in Return Volatility Measures with Random<br />

Times” in preparation

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