S. Panchapakesan

发表

ORDER STATISTICS ARISING FROM INDEPENDENT BINOMIAL POPULATIONS

S. Gupta, S. Panchapakesan, 1967 .

Inference about the Change-Point in a Sequence of Random Variables: A Selection Approach

S. Panchapakesan, T. Liang, 1988 .

Is the Selected Multinomial Cell the Best?

S. Panchapakesan, H. Ng, 2007 .

Estimation of the Mean and Standard Deviation of the Logistic Distribution Based on Multiply Type-II Censored Samples

Narayanaswamy Balakrishnan, Shanti S. Gupta, S. Panchapakesan, 1995 .

The Influence of Culture on Organizational Design and Planning and Control in Australia and the United States Compared with Singapore and Hong Kong

S. Panchapakesan, Graeme Harrison, Jill L. McKinnon, 1994 .

Multiple Decision Procedures for Inference in Regression Models

S. Panchapakesan, Shuenn-Ren Cheng, D. Huang, 2009 .

Edgeworth Expansions in Statistics: A Brief Review.

S. Panchapakesan, S. Gupta, 1982 .

Deng–Yuan Huang: Life and Works

S. Panchapakesan, S. Tseng, Ming-Chung Yang, 2009 .

SOME SELECTION AND RANKING PROCEDURES FOR MULTIVARIATE NORMAL POPULATIONS.

S. Gupta, S. Panchapakesan, 1968 .

Detecting Multiple Targets Simultaneously at k Sites

S. Panchapakesan, Pinyuen Chen, 2004 .

A review of robustness of selection procedures

S. Panchapakesan, 1996 .

On some inequalities and monotonicity results in selection and ranking theory

S. Gupta, S. Panchapakesan, D. Huang, 1984 .

Shanti Swarup Gupta: His life (1925–2002) and work

S. Panchapakesan, 2006 .

Professor Shanti Swarup Gupta

T. Santner, S. Panchapakesan, 2002 .

Advances in Statistical Decision Theory and Applications

N. Balakrishnan, S. Panchapakesan, 1998 .

A nonparametric procedure based on early failures for selecting the best population using a test for equality

N. Balakrishnan, S. Panchapakesan, H. Ng, 2006 .

On moments of order statistics from independent binomial populations

S. Gupta, S. Panchapakesan, 1974 .

Does the Selected Normal Population Have the Smallest Variance?

S. Panchapakesan, N. Karnnan, 2009 .

Ranking and Selection Procedures

S. Panchapakesan, 2006 .

Shanti Swarup Gupta (1925–2002): A Tribute

S. Panchapakesan, 2009 .

17 Design of experiments with selection and ranking goals

Shanti S. Gupta, S. Panchapakesan, S. Gupta, 1996, Design and analysis of experiments.

A Note on a Subset Selection Procedure for the Most Probable Multinomial Event

S. Panchapakesan, 2006 .

Statistical Selection Procedures in Multivariate Models

Shanti S. Gupta, S. Panchapakesan, S. Gupta, 1987 .

Subset Selection Procedures: Review and Assessment

S Panchapakesan, S S Gupta, S. Panchapakesan, 1984 .

On eliminating inferior regression models

S. Panchapakesan, D. Huang, 1982 .

9 Selection and ranking procedures in reliability models

Shanti S. Gupta, S. Panchapakesan, S. Gupta, 1988 .

ON SELECTION FROM NORMAL POPULATIONS IN TERMS OF THE ABSOLUTE VALUES OF THEIR MEANS

S. Panchapakesan, Khaled A. Hussein, 2019 .

Gupta, Shanti Swarup†

S. Panchapakesan, 2006 .

An Integrated formulation for selecting the best from several normal populations in terms of the absolute values of their means: common known variance case

S. Panchapakesan, S. Jeyaratnam, 1997 .

On the distribution of the studentized maximum of equally correlated normal random variables

Shanti S. Gupta, S. Panchapakesan, S. Gupta, 1985 .

On the order statistics from equally correlated normal random variables

Shanti S. Gupta, Klaus Nagel, S. Panchapakesan, 1973 .

On the Distribution of the Maximum and Minimum of Ratios of Order Statistics

S. Gupta, S. Panchapakesan, R. Barlow, 1969 .

Effectiveness of Training Transfer and Factors Influences the Training Transfer --An Analysis

S. Panchapakesan, K. Prabhakar, 2011 .

Selecting the Best Population Using a Test for Equality Based on Minimal Wilcoxon Rank-sum Precedence Statistic

S. Panchapakesan, H. Ng, N. Balakrishnan, 2007 .

Selection and Ranking Procedures for Type I Extreme Value Populations and a Related Homogeneity Test

Sakthivel Jeyaratnam, S. Panchapakesan, S. Panchapakesan, 2008, Commun. Stat. Simul. Comput..

Multiple decision procedures - theory and methodology of selecting and ranking populations

Shanti S. Gupta, S. Panchapakesan, S. Gupta, 1979, Classics in applied mathematics.

On a Class of Subset Selection Procedures

S. Gupta, S. Panchapakesan, 1972 .

SOME LOCALLY OPTIMAL SUBSET SELECTION RULES BASED ON RANKS

Deng-Yuan Huang, S. Panchapakesan, S. Panchapakesan, 1982 .

Subset selection procedures for ΔP-superior populations

Thomas J. Santner, S. Panchapakesan, T. Santner, 1977 .

On a monotone empirical bayes test procedure in geometric model

S. Panchapakesan, T. Liang, 1992 .

Selecting among the multinomial losers

S. Panchapakesan, M. Sobel, Pinyuen Chen, 1994 .

Estimation of the location and scale parameters of the extreme value distmbution based on multiply type-II censored samples

S. Gupta, N. Balakrishnan, S. Panchapakesan, 1995 .

A monotonicity property for gamma distributions

G. C. McDonald, S. Panchapakesan, 2006 .

Selecting the normal population with the smallest variance: A restricted subset selection rule

Elena M. Buzaianu, S. Panchapakesan, Pinyuen Chen, 2017 .

Some locally optimal subset selection rules for comparison with a control

S. Panchapakesan, S. Tseng, D. Huang, 1984 .

Multiple Decision Procedures: Theory and Methology of Selecting and Ranking Populations. John Wiley, Chichester (1979), £20.00

S. Panchapakesan, S. Panchapakesan, S. S. Gupta, 1980 .