Article/Author Name : Advanced Search List of Existing Topics [ 13 ] Topic Name Articles Probability And Stochastic Processes, Characterization Of Distributions And Asymptotic Theory 131 Statistical Methods And Distributions 63 Statistical Inference - Parametric / Bayesian 198 Statistical Inference - Non-Parametric 49 Statistical Inference - Sequential 38 Multivariate Analysis 23 Linear Models And Design Of Experiments 255 Sample Surveys 98 Quality Control, Sampling Inspection, Life Testing And Reliability 45 Demography 12 Queuing And Inventory 35 Applications 29 Miscellaneous Topics 63 Selected Topic: Sample Surveys Article Author A Brief Review Of The Sampling Methods Birendranath Ghosh Presidency College, Calcutta Survey Of Public Opinion M.N. Ghosh Calcutta University Bias Introduction By Changing The System Of Stratification Birendranath Ghosh Presidency College, Calcutta Some Aspects Of The Organization Of Statistical Work In India S.N. Roy Indian Statistical Institute Statistical Organisations In India H.K. Nandi Calcutta University Agricultural Labour In Bengal A. Ghosh Calcutta Some Surveys For Yield-Estimation Of Paddy - Double Sampling With Many Auxiliary Variates Birendranath Ghosh Presidency College, Calcutta Studies On The Sampling Procedure For A General Health Survey K.K. Mathen All-India Institute Of Hygiene & Public Health, Calcutta Crop Estimation And Its Relation To Agricultural Meteorology P.K. Bose Calcutta University Choosing A Random Sample H.K. Nandi Calcutta University Interpenetrating (Network Of) Samples Birendranath Ghosh Presidency College, Calcutta Recent Adavances In Sampling With Varying Probabilities A.R. Sen University of North Carlina, U.S.A. A Variance In Areal Sampling Birendranath Ghosh Presidency College, Calcutta A Method Of Selection For Improvement J.Roy and S. Mitra Indian Statistical Institute, Calcutta A Note On Successive Sampling K.S. Banerjee State Statistical Bureau, Calcutta Optimum Structure Of Rectangular Sample Units Birendranath Ghosh Calcutta University Enumerational Errors In Surveys Birendranath Ghosh Calcutta University A Practical Problem Of Random Sampling Birendranath Ghosh Calcutta University A Note On Stratified Random Sampling With Multiple Characters S.P. Ghosh Calcutta University Self-Weighting Sample Design With An Equal Number Of Ultimate Stage Units In Each Of The Selected Penultimate Stage Units Ranjan Kumar Som Indian Statistical Institution On MVU Estimates Of Parameters Of A Finite Population Based On Varying Probability Samples A.C. Das State Statistical Bureau, West Bengal Use Of Out - Dated Frames In Large Scale Sample Surveys K.C. Seal Labour Bureau, Simla A Game Theory Approach To The Problem Of Optimum Allocation In Stratified Sampling With Multiple Characters Jayanta Kumar Ghosh Calcutta University Estimating The Mean By Two - Stage Sampling With Replacement Sakti P. Ghosh International Business Machines Corporation New York A Note On The Stability Of The Estimates Of Standard Errors Of The Ordinary Mean Estimate And The Ratio Estimate A.R. Kokan Aligarh Muslim University, Aligarh. Sampling Designs Which Admit Uniformly Minimum Variance Unbiased Estimate Vijaya S. Hege College of Science, Nagpur A Note On The Stabilities Of Estimates Of The Sam- pling Variances Of The Ordinary Mean Estimate And The Regression Estimate Sanaullah Khan and A.R. Kokan Muslim University, Aligarh. Admissible Estimates For Any Sampling Design Vijaya S. Hege College of Science, Nagpur. An Alternative Multivariate Ratio Estimate For Finite Population G.K. Shukla Jute Agricultural Research Institute, Barrackpore. An Estimator Using Auxiliary Information in Sample Serveys Surendra K. Srivastava Lucknow University, Lucknow. A Comparison Between Sampling With And Without Replacement From Finite Populations Arijit Chaudhuri Calcutta University Models For Selection Within Lines In The Mixed Population S.N. Sen Department of Agriculture, Patna. Minimax Solutions Of Some Problems In Sampling From A Finite Population Arijit Chaudhuri Calcutta University Admissibility Of The Clas Of Uni - Cluster Sampling Designs Arijit Chaudhuri Calcutta University A Note On Estimation For A Domain Of Study From A Sample From The Universe Debkumar Dutta - Mazumder Indian Statistical Institute, Calcutta A Modified Unbiased Ratio - Type Estimator S.M. Shah and D.D. Adhvaryu Sardar Patel University, Vallabh Vidyanagar Some Sampling Schemes To Use Horvitz-Thompson Estimator In Estimating A Finite Population Total Arijit Chaudhuri Calcutta University A New Assumption In Spring Balance Weighting Designs Leading To A Sampling Application D. Raghavarao, J.S. Sodhi and R. Singh Punjab Agricultural University, Ludhiana A Comparative Study Of The Horvitz - Thompson And Symmetrized Des Raj Strategies Arijit Chaudhuri Calcutta University A Note On Unicluster Sampling Designs Vijaya S. Hege Institute of Science, Nagpur A Sample Scheme To Realise A Pre-Assigned Set Of Inclusion Probabilities Of First Two Orders Parimal Mukhopadhyay Bureau of Applied Economics and Statistics, West Bengal An Algebra Of Sampling Operators With Application In Sampling Anakul Chandra Das Development and Planning Department, West Bengal On Sampling Schemes To Realize Pre-Assigned Sets Of Inclusion Probabilities Of First Two Orders Bikas Kumar Sinha Calcutta University On Some Properties Of The Sampling Scheme Due To Midzuno Arijit Chaudhuri University of Sydney and Calcutta University πPS Sampling Schemes To Base HTE Parimal Mukhopadhyay Directorate of Industries, West Bengal On Sampling Schemes To Relize `Invariant Pre-Assigned Sets Of Inclusion Probabilities Of First Two Orders Bikas Kumar Sinha Calcutta University On The Efficiencies Of Some Sampling Strategies Arijit Chaudhuri Calcutta University On Balanced Sampling Schemes Bikas Kumar Sinha Instituto de Matematica, Universidade Federalm da Bahia On The Relative Efficiencies Of A Few Strategies Of Sampling With Varying Probabilities On Two Occasions Arijit Chaudhuri and Raghunath Arnab Indian Statistical Institute, Calcutta A Note On How To Choose The Sample Size For Horvitz-Thompson Estimation Arijit Chaudhuri and Parimal Mukhopadhyay Indian Statistical Institute, Calcutta On the Construction Of Non-Invariant Balanced Sampling Designs S. Sengupta Calcutta University On The Admissibility Of The Symmetrized Des Raj Estimator For PPSWOR Samples Of Size Two S. Sengupta Calcutta University Product - Cum - Power Estimators G.S. Pandey Department of Mathematics Allahabad University On Estimation Of Some Confidential Characters From Survey Data Parimal Mukhopadhyay Indian Statistical Institute, Calcutta On The Efficiency Of The Interpeneting Sub - Sampling Procedure S. Sengupta Calcutta University Inference On Confidential Characters From Survey Data Rahul Mukherjee University of Calcutta On Interpenetrating Samples Of Equal And Unequal Sizes. S. Sengupta Calcutta University On Estimating Ratio And Product Of Population Parameters R. Karan Singh Department of Statistics, Lucknow University Construction Of Some Non-Invariant Balanced Sampling Designs S. Sengupta Calcutta University Admissibility Of The Symmetrized Des Raj Estimator For Fixed Size Sampling Designs Of Size Two S. Sengupta Calcutta University A Class Of Estimators Of The Population Mean Using Multi - Auxiliary Information S.K. Srivastava and H.S. Jhajj Department of Mathematics, Punjabi University, Patiala. Admissibility Of Unbiased Estimators In Finite Population Sampling For Samples Of Size At Most Two S. Sengupta Calcutta University Optimum Estimation Of Finite Population Variance Under Generalised Random Permutation Models Parimal Mukhopadhyay Indian Statistical Institute, Calcutta and University of Ife, Nigeria Double Sampling For Two Auxiliary Characters Randhir Singh Indian Agricultural Statistics Research Institute New Delhi Optionally Randomized Response Techniques Arijit Chaudhuri and Rahul Mukerjee Indian Statistical Institute, Calcutta An Unbiased Estimator In Overlapping Clusters S. J. Amdekar G. B. Pant University of Agriculture and Technology, Pantnagar A Comparison Between PPSWR And Brewer's PSWOR Procedures S. Sengupta Calcutta University A Regression-Type Estimator In Two-Stage Sampling L. N. Sahoo Department of Satistics, Orissa University of Agriculture & Technology, Bhubaneswar Circular Systematic Sampling With Varying Probabilities Arijit Chaudhuri and Arun Kumar Adhikary Indian Statistical Institute, Calcutta Choice Of Binary Matrices Under Restrictions With Application To Controlled Sampling Anup Kumar De and Bimal Kumar Roy Indian Statistical Institute, Calcutta Minimal Complete Class Of Linear Unibiased Estimators Of Population Mean For A Special Sampling Design J. A. Patel and H. C. Patel M. S. University of Boroda Optimum Allocation For Ratio And Regression estima- tors In Sampling On Two Occasions Rajesh Kumar Indian Institute of Sugar Cane Research, Lucknow and Shambhu Dayal Central Water Commission, New Delhi A Class Of Almost Unbiased Estimators For Population Ratio And Product Housila P. Singh Department of Mathematics and Statistics J.N. Krishi Vishwavidyalaya, Jabalpur and L.N. Sahoo Utkal University, Bhubeneswar On The Asymptotic Theory For Quantile Estimation Under Various Sampling Schemes Martin T. Wells Department of Economic and Social Statistics Cornell University and Ram C. Tiwari Department of Mathematics, Universitym of North Carolina Estimation A Finite Population Variance Under Some General Linear Models With Exchangeable Errors P. Mukhopadhyay and S.Bhattacharyya Indian Statistical Institute, Calcutta Multivariate Product Estimators R.K. Tuteja and Shashi Bahl Department of Mathematics, Maharshi Dayanand University, Rohtak An Improved Unrelated Question Randomized Response Strategy Naurang Singh Mangat Department of Plat Breeding Punjab Agricultural University, Ludhiana and Ravindra Singh Sarjinder Singh Department of Math. & Statist. Punjab Agricultural University, Ludhiana A General Class Of Unbiased Estimators Of A Parameter Housila P. Singh School of Studies in Statistics, Vikram University, India. and Virendra P. Singh Department of Agricultural; Statistics Gujrat Agriculture University India. Classification Of Grab Samples Using Composite Sampling : An Improved Strategy Soma Sengupta and Nagaraj K. Neerchal University of Maryland Baltimore Country, USA National Sample Surveys For Development Planning - An Overview K.C. Seal Former Director General, Central Statistical Organisation New Delhi A Class Of Estimators For Finite PopulationMean Based On Multivariate Information And General Two Phase Sampling T. P. Tripathi Indian Statistical Institute, Calcutta and M. S. Ahmed Aligarh Muslim University Plot Sampling with Plots Of Unequal Sizes Simindranath Sengupta Calcutta University and Erkki P. Liski University of Tampere, Finland Predictive Estimation Of Finite Population Variance R.S. Biradar and H.P. Singh Central Institute of Fisheries Education, Versova, India A Generalized Formula For Variance In Unequal Probablity Sampling S.H. Biyani T.J. Watson Research Centre, Hawthorne, USA and Chand K. Midha The University of Akron, USA An Alternative Class Of Estimators In Double Sam- pling Procedures J. Sahoo Orissa University of Agriculture & Technology, India and L.N. Sahoo Utkal University, India Estimation Of Finite Population Transition Probability Matrix Based On Two Stage Sampling Design Tapan Kr. Chakrabarty, B.M. Singh Manipur University, India and T.P. Tripathi Indian Statistical Institute, Calcutta Estimation Of Variance Of Regression Estimator In Two Phase Sampling Sarjinder Singh University of Southern Maine, Portland, USA Network And Adaptive Sampling With Unequal Probabilities Arijit Chaudhuri Indian Statistical Institute, Calcutta Successive Sampling Using Auxiliary Information On Both The Occasions R.S. Biradar and H.P. Singh Vikram University, Ujjain, India Estimating Sensative Proportions From Randomized Responses In Unequal Probability Sampling Arijit Chaudhuri Indian Statistical Institute, Kolkata, India Optimum Stratification : A Mathematical Programming Approach E. A. Khan Hamdard University, New Delhi, India M.G.M. Khan The University of the South Pacific, Suva, Fiji and M. J. Ahsan Aligarh Muslim University, Aligarh, India Variance Estimation By Jackknifing Method : A New Approach With Reference To Varying Probability Sampling Debesh Roy Haldia Govt. College, Midnapore, India and Md. Safiquzzaman Habra High School, Habra, India On Comparison Of Some Randomized Response Strate- gies in Relation to Privacy Protection Manoj Bhargava Dept. of Agronomy, H.P. Krishi Vishvavidyalaya, India Ravindra Singh A - 22, Moti Kunj Extension, Mathura, India and S.E.H. Rizvi Divn. of Agril Statics and Economics, India An Alternative Randomized Response Technique Using Inverse Sampling Housila P. Singh and Nidhi Mathur Vikram University, Ujjain, India Improved Estimation Of Regression Parameters In Measurement Error Models H.M. Kim and A. K. MD. E. Saleh Carleton University, Ottawa, Canada A Global Test For The Goodness Of Fit Of Generalized Linear Models : An Estimating Equation Approach R. Prabhakar Rao Sri Sathya Sai Institute of Higher Learning, India and B.C. Sutradhar Memorial University of Newfoundland, Canada Prediction In Two-Equation Linear Regression Models Amitava Dey V.K. Sharma and Himadri Ghosh Indian Agricultural Statistics Research Institute, New Delhi, India Top