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Sen, P.K.; (1971)Asymptotic sequential tests for regular functionals of distribution functions."
Sen, P.K.; (1971).Robust statistics procedures in problems of linear regressions with specific reference to quantitative bio-assay. II."
Sen, P.K.; (1967)Robustness of some non-parametric procedures and linear models."
Sen, P.K.; (1967)On a robustness property of a class of non-parametric tests based on U-statistics."
Sen, P.K.; (1967)On a class of permutation tests for stochastic independence II."
Sen, P.K.; (1967)On a class of non-parametric tests of interactions and factorial experiments."
Sen, P.K.; (1967)Asymptoticall efficient tests by the method of n rankings."
Sen, P.K.; (1967) "Asymptotic normality and robustness of one sample Chernof-Savage statistics for heterogeneous distribution."
Sen, P.K.; (1966)On non-parametric simultaneous confidence regions and test s for the one-criterion analysis of variance problem."
Sen, P.K.; (1966)On a class of nonparametric tests for Manova in two-way layouts."
Sen, P.K.; (1966)On a class of multivariate multisample rank order tests."
Sen, P.K.; (1966)Asymptotically most powerful rank-order tests for grouped data."
Sen, P.K.: (1972).Almost sure behavior of u-statistics and von Mises' differentiable statistical functions."
Sen, P.K., Bhattacharyya, B.B. and Moon Won Suh; (1969)Limiting behavior of the extremem of certain sample funtions."
Sen, P.K., and M.L. Puri; (1966)On a class of rank order tests for independence in multivariate distribution."
Sen, P.K. and M.L. Puri; (1969)On some selection procedures in two-way layouts."
Sen, P.K. and M.L. Puri; (1966)On the theory of rank-ordere tests and estimates for location on the multivariate one-sample problem."
Sen, P.K. and M. Ghosh; (1970)A law of iterated logarithm for one-sample rank-order statistics and an application."
Sen, P.K. and H.A. David; (1966)Paired comparisons for paired characteristics."
Sen, P.K. and Ghosh, MOn a class of rank order tests for regression with partially informed stochastic predictors."
Sen, P.K. and Ghosh, Maloy; (1970)Sequential confidence interval for the regression coefficient based on Kendall's Tau."
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