Calcutta Statistical Association

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: Linear Models And Design Of Experiments

Article

Author

•

On The Variance Factors Of Weighing Designs In Between Two Hadamard Matrices

K.S. Banerjee Pusa, Bihar

•

The Problem Of Design Of Specifications

D.N. Nanda Thechnical Development Estt. Laboratory (Stores), Kanpur

•

Problems In Partially Balanced Incomplete Block Designs

K.N. Bhattacharyya Calcutta

•

Weighing Designs

K.S. Banerjee Pusa, Bihar

•

Partially Balanced Invomplete Block Designs Involving Only Two Replication

K.R. Nair Forest Research Institute, Dehra Dun

•

On Analysis Of Variance Test

H.K. Nandi Calcutta University

•

Partially Balanced Incomplete Block Designs With Two Associate Classes Involving Only Two Replications

R.C. Bose University of North Carolina, Chapel Hill, U.S.A.

•

On The Efficiency Of Experimental Designs

H.K. Nandi Calcutta University

•

Weighing Designs And Partially Balanced Incomplete Blocks

K.S. Banerjee Pusa, Bihar

•

Some Three-Replicate Partially Balanced Designs

K.R. Nair Forest Research Institute,Dehra Dun

•

A Note On Nair's Condition For Partially Balanced Incomplete Block Designs With k > r.

R.C. Bose Institute of Statistics, University of North Carolina

•

Use Of The Analysis Of Covariance In Two-Satge Sampling

I.M. Chakravarti Calcutta

•

A Note On The Resolvability Of Balanced Incomplete Block Designs

Purnendu Mohan Roy Calcutta

•

Some Unsolved Problems In Experimental Designs

K. R. Nair Dehra Dun

•

A Note On Group Divisible Incomplete Block Designs

K.R. Nair Forest Research Institute, Dehra Dun

•

Xyclic Solutions Of Symmetrical Group Divisible Designs.

S.S. Shrikhande College of Science, Nagpur and University of Kansas, U.S.A.

•

Rectangular Lattices And Orthogonal Group Divisible Designs

Purnendu Mohan Roy Calcutta

•

Affine Resolvable Balanced Incomplete Block Designs And Non-Singular Group Divisible Designs

S.S. Shrikhande C ollege of Science, Nagpur

•

The So-Called Almost-Balanced Incomplete Block Designs

K.R. Nair Forest Research Institute, Dehra Dun

•

Analysia Of ρ x (ρ-1), n-ple Latinized Rectangular Lattices And Their Multiples

Purnendu Mohan Roy Calcutta

•

On A New Class Of Partially Balanced Incomplete Block Designs

H.R. Thompson Department of Scientific and Industrial Research, New Zealand

•

A Note On The Total Relative Loss Of Information In Any Design

A.M. Kshorsagar Bombay University

•

On Balancing In Designs In Which Heterofeneity Is Eliminated In Two Directions

A.M. Kshirsagar University of Bombay

•

Analysis Of A 3³ Factorial Design

•

A Note On Orthogonality In Experimental Designs

B.V. Shah University of Bombay

•

Addenda To "Star Design"

Q.M. Hussain Dacca University, East Pakistan

•

A Note On The Construction Of Group Divisible De- signs From Hyper Graeco Latin Cubes Of The First Order

Damaraju Raghavarao University of Bombay

•

On The Construction Of Some Partially Balanced Incomplete Block Designs With More Than Three Associate

P.V. Rao College of Science, Nagpur

•

On The Properties And Construction Of HGD Designs With m - Associate Classes

Purnendu Mohan Roy All India Institute of Hygiene and Public Health, Calcutta

•

On The Methods Of Block Section And Block Intersection Applied To Certain PBIB Designs

C. Ramankutty Nair University of Bombay

•

A Note On Minimum Distance Binary Codes

S.S. Shrikhande Banaras Hindu University

•

Some Results For GD m - Associate Designs

Damaraju Raghavarao University of Bombay

•

Distribution Of The Adjusted Row Sum Of Squares In Two - Way Designs

A.M. Kshirsagar University of Bombay

•

Some Illustrations Of 4DIB Design Constructions

Richard F. Potthoff University of North Carolina, U.S.A.

•

On Construction Of Second Order Rotatable Designs Through Balanced Incomplete Block Designs With Blocks Of Unequal Sizes

M. N. Das I.A.R.S., New Delhi

•

A Note On The Block Structure Of BIB Designs

Damaraju Raghavarao University of Bombay

•

On The Dual Of BIB Designs

Hiralal Agrawal University of Bombay

•

A Mixed Model For Fertilizer Experiments In Cultivators' Fields

M.N. Ghosh
and
S.K. Srivastava Institute of Agricultural Research Statistics, New Delhi.

•

A Some Alternative Approach For Construction Of Symmetrical Factorial Designs And Maximum Number of Factors

M.N. Das Institute of Agricultural Research Statistics, New Delhi.

•

On Further Constructions Of Cubic Designs

K. Chandrasekhara Rao Elphinstone College, Bombay.

•

On The Bounds Of The Number Of Common Treat- ments Between Blocks Of Certain Two Associate PBIB Designs

Hiralal Agrawal Bombay University, Bombay.

•

On Balanced Block Designs With Three Different Num- bers Of Replications

H. Agrawal
and
R. Raghavachari University of Bombay.

•

The Impossibility Of Certain PBIB Designs

C. Ramankutty Nair Bombay University, Bombay.

•

On The Construction And Analysis Of Some Balanced Asymmetrical Factorial Designs

K. Kishen
and
B.N. Tyagi Department of Agriculture, U.P., Lucknow.

•

On Construction Of second And Third Order Rotatable Designs Through Pair-wise Balanced And Doubly Balanced Designs.

B. N. Tyagi Department of Agriculture, U.P., Lucknow.

•

On The Properties And Construction Of Balanced Block Designs With Variable Replications

Basudeb Adhikary Calcutta University

•

Construction And Analysis Of Designs Of The Type K² X 2ⁿ In K² X 2^p Plot Blocks

M.G. Sardana
and
P.R. Sreenath Central Potato Research Institute, Simla.

•

A Note On Incomplete Block Designs

Hira Lal Agarwal University of Bombay.

•

Analysis Of Randomised Block Experiments When Treatments Have Different Errors

M.N. Ghosh
and
Vinod Behari Banaras Hindu University and Institute of Agricultural Research Statistics, India

•

A Difference Theorem For The Construction Of Bal- anced Block Designs With Variable Replications

Basudeb Adhikary Calcutta University

•

Two - Way Elimination Of Heterogeneity

Hira Lal Agarwal Banaras Hindu University.

•

A Comparison Of Bounds For The Number Of Com- mon Treatments Between Any Two Blocks Of Certain Two - Associate PBIB Designs.

V . K . Rohatgi Michigan State University, U .S .A .

•

A Note On Equi - Replicate Balanced Designs With b = v

M. Bhaskar Rao University of Bombay.

•

Some Types Of m - Associate P. B . I . B . Association Schemes

Basudeb Adhikary Calcutta University

•

Some Systematic Methods Of Construction Of Designs For Two - Way Elimination Of Heterogeneity

Hira Lal Agarwal Banaras Hindu University, Banaras

•

Analysis Of Covariance In Scheffe's Mixed Model

M.N. Ghosh Banaras Hindu University
and
A. K. P. C. Swain Department of Irrigation and Power Government of Orissa

•

On A Method Of Construction Of Rotatable Designs With Smaller Number Of Points Controlling The Number Of Levels

A .K . Nigam
and
M. N. Das Institute of Agricvultural Research Statistics, New Delhi.

•

On The Definition Of Bose - Shimamoto's Cyclical Association Scheme

H.K. Nandi and B. adhikary Calcutta University

•

Construction And Analysis Of Designs (2q + 1)*2ⁿ In (2q + 2)*2^p Plot Blocks

P.R. Sreenath
and
M.G. sardana Central Potato Research Institute, Simla.

•

An Inequality For Doubly Balanced Incomplete Block Designs

D. Raghavarao
and
S.K. Tharthare Punjab Agricultural University and Bombay University.

•

A New Type Of Higher Associate Cyclical Association Schemes

Basudeb Adhikary Calcutta University, Calcutta

•

On The Symmetric Differences Of Pairs Of Blocks Of In- complete Block Designs

Basudeb Adhikary Calcutta University, Calcutta

•

Group Divisible Designs With Variable Replications

Basudeb Adhikary Calcutta University

•

Tactical Configurations And Graph Theory

Bhagwan Das University of Bombay

•

On A Method Of Construction Of Symmetrical Fractional Factorials And Related Error Correcting Codes

M.N.Das, G.K. Sukla & C.P. Kartha I.A.R.S., New Delhi

•

Analysis Of A Class Of Two - Way Designs With Recovery Of Inter - Row And Inter - Column Information

A.M. Kshirsagar
and
S. Ranganathan Defence Science Laboratory, Delhi

•

Graph Product And New P.B.I.B. Association Schemes

Basudeb Adhikary Calcutta University

•

Group Divisible Designs And Partial Geometries

Bhagwandas University of Bombay

•

Partially Balanced Designs And The Sum Of The Kronecker Products Of Designs

P.U. Surendran Victoria College, Kerala

•

A Note On Rotatable Design By Nigam And Das

David H. Doehlert E.I. du Pont de Nemours, Inc. Wilmingion Delaware, U.S.A.

•

On A New Class Of Two Associate ( Para - Cyclic) Association Schemes

Basudeb Adhikary Calcutta University

•

Comparison Of Relative Efficiency Of Some Classes Of Designs

Bimal Kumar Sinha
and
Bikas Kumar Sinha Calcutta University

•

Fitting Of Response Surface In Presence Of A Concomitant Variate

A.C. Kulshreshtha Indian of Agricultural Research Statistics New Delhi

•

Some Methods For Constructing P.B.I.B.Designs Having More Than 2 Association Classes

Basudeb Adhikary Calcutta University

•

On A Method Of Construction Of Confounded Asymmetri- cal Factorial Designs

A.K. Banerjee
and
M.N. das Institute of Agricultural Research Statistics New Delhi

•

On The Optimality Of Smoke Designs

Bikas Kumar Sinha Calcutta University

•

On Blocking Second Order Rotatable Designs

A. Dey
and
M.N. Das Institute of Agricultural Research Statistics New Delhi

•

A New Series Of Goubly Balnced Designs

D. Raghavarao
and
S.K. Tharthare Punjab Agricultural University and Punjab University

•

Invarient Problems Of Linear Inference And Related Designs

Bikas Kumar Sinha Calcutta University

•

On Response Surface Designs With Equi - Spaced Doses

A. Dey U.P. Agricultural University, National

•

Four And Six Level Second Order Rotatable Designs

A.K. Nigam
and
A. Dey Banaras Hindu University and U.P. Agricultural University

•

Some Methods Of Construction Of 4 Dib Designs

Hiralal Agarwal
and
Ram Iqbal Mishra Banaras Hindu University

•

Construction Of BIBD'S From OA'S And Combinational Arrangements Analogous To OA'S

A.C. Mukhopadhyay Indian Statistical Institute

•

Residue Classes PBIB Designs

K.R. Aggarwal
and
D. Raghavarao Punjab AgriculturalUniversity, Ludhiana.

•

A Note On Restricted Kronecker Product Method Of Constructing Statistical Designs

Basudeb Adhikary Calcutta University

•

On Identical Blocks In A Balanced Incomplete Block Design

G.A. Patwardhan Technische Hogeschool Twente, Enschede, Holland

•

On Generalised Group Divisible Designs

Basudeb Adhikary Calcutta University

•

On The Estimation Of Contrasts In Linear Estimation

D.D. Joshi Institute of Social sciences, Agra

•

Extended Generalized Right Angular Designs And Their Applications As Confounded Asymmetrical Factorial Experiments

D. Raghavarao
and
K.R. Aggarwal, Punjab Agricultural University, Ludhiana (India)

•

A Method Of Construction Of 4 DIB Designs

H.L. Agarwal
and
B.S. Boob University of Rajasthan, Jaipur

•

A Note On The Methods Of Construction Of F-Squares And Orthogonal F-Squares

G. Nageswara Rao University of Udaipur

•

Saturated Main Effect Plans In Asymmetrical Factorial Experiments

Satyabrata Pal Bidhan Chandra Krishi Viswa Vidyalaya, Haringhata, West Bengal

•

Multistage Generalized Two-Way Elimination Of Heterogeneity Designs

G. Nageswara Rao
and
D. Raghava Rao A.P. Agricultural University and Temple University

•

On Some Block Structure Properties Of A BIBD

S.M. Shah S.P. University, Vallabh Vidyasagar,
and
St. Mary's University, Canada

•

Balanced Optimal Plans For Factorial Experiments

Satyabrata Pal Bidhan Chandra Krishi Viswa-Vidyalaya, West Bengal

•

On Group Divisible Rotatable Designs

Basudeb Adhikary
and
Bikas Kumar Sinha Calcutta University

•

On Construction Of A Series Of Two-Way Designs

H.L. Agrawal
and
K.L. Sharma University of Rajasthan

•

On Construction Of Neighbour Designs

A.D. Das
and
G.M. Saha Jute Agricultural Research Institute, Barrackpore and Indian Statistical Institute, Calcutta

•

On A Method Of Construction Of Symmetrical BIB Design With Symmetrical Incidence Matrix

B.S. Boob Jaipur

•

Asymptotically Highly efficient Spring Balance Weighing Designs Under Restricted Set-Up

Rajendranath Panda R.K.M.R. College, Narendrapur

•

Comparison Of The Bounds For The Block Intersection Number Of Incomplete Block Designs

Sanpei Kageyama Hiroshima University

•

Restricted Kronecker Product Method Of Constructing Second Order Rotatable Designs

Basudeb Adhikary Calcutta University
and
Rajendranath Panda Kalyani University

•

On Designs With One - Way And Two - Way Elimination Of Heterogeneity

Satyabrata Pal Bidhan Chandra Krishi Viswavidyalaya

•

On Orthogonal Mates Of F - Squares Associated With PBIB Design Of m - Associate Classes

B.L. Misra
and
M.L. Chandak J.N. Agricultural University , Jabalpur

•

On Designs Balanced For Residual Effects

R. Mercado
and
D. Raghavarao Temple University, Philadelphia

•

On The Construction Of Some L2 Designs

H. C. Sharma Central Potato Research Institute, Simla (H. P.)

•

Some Methods Of Construction Of Second Order Rotatable Designs

Satyabrata Pal Bidhan Chandra Krishi Viswavidyalaya, Kalyani

•

Inter-Effect-Orthogonality In Factorial Experiments

Rahul Mukerjee Calcutta University

•

Asymptotic Optimality Of Restricted Maximum Likeli- hood Estimates For The Mixed Model

Kalyan Das Calcutta University

•

Some New Methods Of Construction Of Efficiency Balanced Designs

Satyabrata Pal Bidhan Chandra Krishi Viswavidyalaya, Kalyani
and
Barun Kumar Dutta Presidency College, Calcutta

•

On The Construction Of PBIB And PBYS Designs

B. L. Misra J. N. Agricultural University, Jabalpur

•

On A Theorem Of BUSH On Orthogonal Arrays

Rahul Mukerjee University of Calcutta

•

Further Results On The Analysis Of Factorial Experiments

Rahul Mukherjee University of Calcutta

•

On The Theory Of Resistant Block Designs

M.L. Chandak J.N. Agricultural University, Jabalpur

•

A Generalization Of The Marriage Theorem And Balancing Of Block Designs

Ludger Rüschendorf Institute für Statistik
and
Wirtchschaftsmathematik Th - Aachen

•

Orthogonal Fractional Factorial Plans

Rahul Mukerjee University of Calcutta

•

A Note On A Result Of Ghosh and Sinha

Bikas Kumar Sinha Indian Statistical Institute, Calcutta
and
Banshi Badan Mukhopadhyay Department of Preventive and Social Medicine, Burdwan Medical College.

•

A Note On Duals Of Some T_M - Type PBIB Designs

A.D. Das
and
G.M. Saha Department of Statistics, University of Dar es Salaam and Indian Statistical Institute, Calcutta

•

A Note On Partially Efficiency Balanced Designs

Styabrata Pal Bidhan Chandra Krishi Viswavidiyalaya Nadia, West Bengal

•

Ranking Of PBIBD's With Regard To A - Optimality Criterion Under A Mixed Model

Sunanda Mukhopadhyay Indian Statistical Institute, Calcutta

•

On The Structure Of Incomplete Block Designs

H.L. Agarwal
and
Jagdish Prasad University of Rajasthan, Jaipur

•

Methods Of Construction Of Balanced Arrays With Application To Factorial Designs

K.R. Aggarwal
and
T. P. Singh Punjab Agricultural University, Ludhina

•

Some Series Of SGDD's With The Dual Property, BOD's And BIBD'S

A.C. Mukhopadhyay Indian Statistical Institute

•

On A Family Of Resolvable BIB Designs

Sanjeev C. Panandikar Department of Statistics, University of Bombay

•

Construction Of GDSORD From Balanced Block Designs With Variable Relpications

Basudeb Adhikary Indian Statistical Institute, Calcutta
and
Rajendranath Panda Kalyani University

•

A Method For Constructing Second - Order Rotatable Designs

S. Huda Imperial College, London

•

Response Surface Designs For Estimating The Optimal Point

Shoutir Kishore Chatterjee
and
Nripes Kumar Mandal Calcutta University

•

On The Optimality Of Block Designs Under Mixed Effects Model

Sunanda Mukhopadhyay Indian Statistical Institute, Calcutta

•

Some Results Of Group Divisible Designs

Sanjeev C. Panandikar University of Bombay

•

On Some Mixed Order Response Surface Designs Useful In Sequential Experiments

Basudeb Adhikary Calcutta University
and
Rajendranath Panda Kalyani University

•

Further Results On GGD Designs

Sanjeev C. Panandikar Department of Statistics, University of Bombay

•

Universal Optimality Of Fractional Factorial Plans Derivable Through Orthogonal Arrays

Rahul Mukherjee University of Calcutta

•

D-Optimal Designs For Estimating the Optimum Point In A Multifactor Experiment

Nripes Kumar Mandal Calcutta University

•

On Nested Row-Column Partially Balanced Incomplete Block Designs

H.L. Agarwal
and
Jagdish Prasad University of Rajasthan, Jaipur

•

Estimation Of Variance Component For One - Way Classification With Heteroscedastic Error

Shoutir Kishore Chatterjee
and
Kalyan Das Calcutta University

•

On The MV - Optimality Of Chemical Balance Weight- ing Designs

Mike Jacroux Deaprtment of Pure
and
Applied Mathematics Washington State University

•

Repeated Measurement Designs

A.C. Mukhopadhyay
and
Rita Saha Indian Statistical Institute, Calcutta

•

Orthogonal F - Rectangles For All Even ν

A.S. Hedayat University of Illinois at Chicago
and
W.T. Federer Cornell University, Ithaca, New York

•

On Multidimensional Incomplete Block Designs

Samarendranath Pal
and
Satyabrata Pal Bidhan Chandra Krishi Viswavidyalaya, Nadia

•

Construction Of Partially Efficiency Balanced Block Designs

Bronislaw Ceranka Academy of Agriculture, Poznan, Poland

•

Balanced Block Designs With Nested Rows And Columns

Sanjeev C. Panandikar University of Bombay

•

On A Class Of Variance Balanced Designs Associated With GD Designs

G.G. Agarwal
and
Sanjay Kumar Lucknow University

•

A Note On Construction Of Neighbour Designs

H.L. Agrawal
and
Jagdish Prasad University of Rajasthan, Jaipur

•

Analysis Of Symmetric-Simplex Designs In Mixture Experiments

S. P. Singh
and
M. Pratap J. V. College, Baraut
and
M. N. Das Indian Statistical Institute, Delhi Centre

•

Group Divisible Response Surface (GDRS) Designs Of Third Order

Basudev Adhikary Calcutta University
and
Rajendranath Panda Kalyni University

•

Partially Balanced Second-Order Designs For 3^m₁+m₂ Factorials

Masahide Kuwada Hiroshima University

•

Some Designs For Parallel Line Assays

A.D. Das Bidhan Chandra Krishi Viswavidyalaya, N. B. Campus, Coach Behar.

•

On The E-Optimality Of Truncated BIBD

Y. S. Sathe
and
R. B. Bapat University of Bombay

•

On Ds-Efeiciency Of Some D-Optimal Designs

S. Huda Indian Statistical Institute, Calcutta

•

On Calinski's Property In Row-And-Column Designs

Bronislaw Ceranka
and
Maria Kozlowska Department of Mathematical and Statistical Methods, Academy of Agricul- ture, Poznan, Poland

•

Construction Of - Resolvable PBIB Designs

Sanpei Kageyama Department of Mathematics, Hiroshima University, Japan
and
R. N. Mohan D. A. R. College, Nuzvid, India

•

On A Class Of Arrays Leading To Factorial Fractions

Basudeb Adhikari Calcutta University
and
Premadhis Das Kalyani University

•

Factorial Experiments In Four- Associate Class Cyclic PBIB Designs

Sudhir Gupta Department of Mathematical Sciences Northern Illinois University, Dekalb

•

Variance Balanced Designs Through Difference Sets

B. N. Tyagi
and
S. K. H. Rizwi Krishi Bhavan, Lucknow

•

A Statistical Analysis Of Serially Balanced Sequences First Order Residuals Proportional To Direct Effects.

Mausumi Sen Department of Sattistics, Kalyani University
and
Bikas K. Sinha Department of Statistics, NCSU at Raleigh, North Carolina

•

D-Optimum Designs For Estimating Optimum Points In A Quantitative Multiresponse Experiment

Nripes Kumar Mandal Calcutta University

•

Incomplete Block Designs For Asymmetrical Parallel Line Assays

A. D. Das BCKV, North Bengal Campus, Cooch Behar
and
G. M. Saha Indian Statistical Institute, Calcutta

•

A Note On A Parametric Relation Of Variance Balanced Block Designs

G. M. Saha Indian Statistical Institute, Calcutta
and
Samarandranath Pal Bidhan Chandra Krishi Viswavidyalaya, Nadia

•

A Note On A -Efficiency Of Ceratin Equiblocksized Equireplicated Connected Designs

Sajeev C. Panandikar Department of Statistics, University of Bombay

•

On A Class Of Arrays Leading To Factorial Fractions II

Basudeb Adhikary Calcutta University
and
Premadhis Das University of Kalyani

•

Asymmetrical Factorial Type Switch Over Designs

S. B. Agarwal
and
M. N. Das National Dairy Research Institute, Karnal

•

On A Method Of Construction Of Balanced Incomplete Block Designs

D. V. S. Sastry RBI Quarters, Bombay
and
R. H. Malgaonkar Madhav Vigyan Mahavidyalay, Vikram University, Ujjain

•

Construction Of Nested Balanced Incomplete Block Designs

A. Dey Indian Agricultural Statistics Research Institute, New Delhi U. S. Das Assam Agricultural University, Jorhat
and
A. k. Banerjee Indian Agricultural Statistics Research Institute, New Delhi

•

Factorial Designs For Quality-Quantity Interaction

Mausumi Bose Department of Statistics, University of Kalyani
and
Rahul Mukerjee Indian Statistical Institute, Calcutta

•

Merging Of Treatments In Certain Partially Efficiency Balanced Block Designs With Two Different Numbers Of Replications

B. Ceranka
and
S. Meiza Academy of Agriculture, Poznan, Poland

•

On The Non-Null Distribution Of ANOVA F-Ratio In One Way Unbalanced Random Model

B. Singh Indian Veterinary Research Institure, Izatnagar

•

A Note On The Notion Of Balance In Designs

Sudhir Gupta Northern Illinois University, U. S. A.

•

On Fisher's Inequality For Variance Balanced Block Designs

G. M. Saha Indian Statistical Institute, Calcutta

•

Another Proof Of A Condition Of Balancedness In A Connected Block Design

Y. S. Sathe Department of Statistics, University of Bombay

•

Construction Of Grouped Arrays

Basudeb Adhikary Calcutta University
and
Premadhis Das University of Kalyani

•

New Construction Of Optimum Chemical Balance Weighing Designs

B. Ceranka Academy of Agriculture, Poznan', Poland
and
K. Katulska A. Mickiewicz University, Pozman', Poland

•

A New Solution Of A Balanced Incomplete Block Design

Manjit Singh
and
Jagroop Kaur Department of Mathematics and Statistics Punjab Agricultural University Ludhiana-141004, India

•

Effect Of Two Mixed Up Yields In A Randomised Block Design

Sheela S. Deo
and
A. V. Kharshikar Department of Statistics University of Poona, Puna.

•

A Generalization Of Distinct Representatives And Its Applications

Ashish Das
and
A. Dey Indian Agricultural Statistics Research Institute - New Delhi

•

Balanced n-Ary Designs

S. M. Shah
and
C. C. Gujarathi Sardar Patel University, Vallabh Vidyanagar

•

Optimality Of Some Block Designs

Mike Jacroux
and
Rita Saha Ray Washinton State University

•

On Two Products Of Fractional Factorial Designs

Basudeb Adhikary University of Calcutta
and
Premadhis Das University of Kalyani

•

Optimality Of Row-Column Designs

Ashish Das Stat-Math. Division, Indian Statistical Institute, Calcutta
and
A. Dey Stat-Math. Division, Indian Statistical Institute, New Delhi

•

Some Constructions Of Partially Balanced Ternary Design*

Bhagwandas and K.K. Singh Meitel School of Statistics, University of Indore

•

Estimability-Consistency And Regularity Of Factorial Ef- fects In Disconnected Designs

Chand K. Chauhan Indiana University-Purdue University at Fort Wayne

•

On General Efficiency Balanced Row Column Designs

V.K. Gupta
and
N.S. Gandhi Prasad Indian Agricultural Statistics Research Institute, New Delhi.

•

On Performance Of D- And A-Optimal Second -Order Designs In Spherical Regions Under Model Variations

S. Huda King Saud University, Riyadh

•

Analysis Of Fourth Order Rotatability In K-Dimensions

Rajendranath Panda
and
Archana Das Roy

•

On A Method Of Construction Of Group Divisible Designs

D.V.S. Sastry Bombay

•

Analysis Of Youden Square With A Missing Column

B.D. Mehta
and
P.D. Puri Haryana Agricultural University, Hisar

•

Association Schemes, Orthogonal Arrays And Codes From Non-Degenerate Quadrics And Hermitian Varieties In Finite Projective Geometries

I.M. Chakravarti Department of Statistics University of North Carolina at Chapel Hill

•

Construction And Combinatorial Problems Of Higher Associate Cyclic PBIB Designs

Basudeb Adhikary Calcutta University
and
Tapas Kumar Saha National Sample Survey Organisation, ( DPD) Calcutta

•

On The Construction Of Some New Series Of PBIB Designs And Some New Series Of Oavs Of Strength Two

Satyabrata Pal Bidhan Chandra Krishi Viswavidyalaya, Mohanpur
and
Kalyan Kumar Goswami Jute Agricultural Research Institute, Barrackpore
and
Anurup Majumder Bidhan Chandra Krishi Viswavidyalaya, Mohanpur

•

Uncertain Resources And Optimal Designs : Problems And Perspectives

N.K. Mandal Department of Statiscs, Calcutta University K.R. Shah Department of Statistics and Actuarial Sciences, University of Waterloo, Canada
and
B.K. Sinha Stat - Math, Division, Indian Statistical Institute, Calcutta

•

Higher Associate Cyclical Association Scheme And Orthogonal Factorial Structure

Basudeb Adhikary Calcutta University
and
Tapas K. Saha National Sample Survey Organisation ( DPD), Calcutta

•

Blocking With Rotatable Designs

A.I. Khuri University of Florida, Gainesville, FL, U.S.A.

•

Some Second Order Response Surface Designs In Equal Sized Blocks

A.D. Das Bidhan Chandra Krishi Viswavidyalaya, North Bengal Campus, Cooch Behar, West Bengal

•

Efficiency Balanced Block Designs Using Orthogonal Arrays With Variable Symbols

R.C. Jain I.A.S.R.I., New Delhi
and
M.N. Das I-1703, Chittaranjan Park, New Delhi

•

A Condition Of Balance In A Connected Block Design

Idzi Siatkowski Department of Mathematical
and
Statistical Methods Academy of Agriculture, Poznan, Poland

•

Some E - Optiaml Weighing Designs When N 2, 3 ( mod 4 )

R.G. Shenoy
and
Y.S. Sathe Department of Statistics, University of Bombay

•

Optimal Design Within The Class Of Equal Group Incomplete Orthogonal Arrays

Premadhis Das
and
Banibarna Chatterjee Department of Statistics, University of Kalyani

•

Efficiency - / Partially - Efficiency- Balnced Block Designs Through Difference Sets

B.N. Tyagi Centre for Advance Research Development, Lucknow
and
S.K.H. Rizwi Krishi Bhawan, Lucknow

•

A New Class Of Latin Square Type PBIB Designs

Satyabrata Pal Bidhan Chandra Krishi Viswavidyalaya, Mohanpur, Nadia.
and
Kalyan Kumar Goswami Central Research Institute for Jute and Allied Fibres, Barrackpore.

•

s - Level Multiple - Response Main - Effects Factorial Plans

U. Batra
and
M.L. Aggarwal Mathematical Statistics Department, University of Delhi

•

Some Optimal Nested Row - Column Designs

Sudhir Gupta Division of Statistics Northern Illinois University, U.S.A.

•

A Construction Of A Resolvable 3 - Design

K.K. Singh Meitei Departmen t of Statistics, Manipur University

•

On Some α - Resolvable PBIB Designs

S.L. Singla
and
Davinder Rumar Garg Department of Statistics, Punjabi University, Patiala

•

Construction Of Generalized Cyclic Combinatorially Balanced Designs For First Order Residual Treatment Effects

M.N. Vartak Bombay
and
G.H. Mashouri, M.L. Aggarwal Department of Statistics, University of Delhi.

•

Designs Robust Against Aberrations

N.K. Mandal Calcutta University
and
K.R. Shah University of Waterloo, Canada

•

Some Non - Aliasing Relationship For Second - Order Model When Information Matrix Is Singular

Masahide Kuwada Hiroshima University, Japan

•

A Note On A Criterion For A Block Design To Be X^-1 -Balanced

N.R. Mohan Department of Statistics, University of Mysore
and
J.V. Janhavi Department of Statistics, Bangalore University

•

On Construction Of Generalized Cyclic Row - Column Designs

A.K. Bhardwaj
and
Jagdish Prasad Department of Statistics, University of Rajasthan , Jaipur

•

Optimal Repeated Measurements Designs Under Non-Additive Mixed Effects Models

Mausumi Bose Indian Statistical Institute, Calcutta

•

Construction Of A Series Of Affine Resolvable Bibds

D.K. Bhaumik University of South Albama, U.S.A.
and
G.M. Saha Indian Statistical Institute, Calcutta

•

The Neyman - Scott Phenomenon In Generalized Linear Models And Over Dispersed Exponential Families

Joydeep Bhanja Indian Statistical Institute, Calcutta
and
Malay Ghosh University of Florida and Bowing Green State University

•

An Approach To The Analysis Of Nonorthogonal Three-Way Designs

Kiriti R. Shah University of Waterloo, Canada
and
Aloke Dey Indian Staistical Institute, Delhi

•

Optimal Experimental Design : Spatial Sampling

Valery V. Fedorov University of Minnesota, USA
and
Peter Hackl Department of Statistics, University of Economics, Vienna.

•

First Order Rotatable Designs With Correlated Errors ( FORDWEE )

Rajendra Nath Panda Kalyani University
and
Rabindra Nath Das Ballygunge Govt. High School, Calcutta.

•

Construction Of Variance Balnced Designs Through Triangular PBIB Designs

D.K. Ghosh Saurashtra University, Rajkot, India
and
K.S. Joshi Shri P.D. Malvia College of Commerce, Rajkot, India

•

Construction Of Nearly Balanced Uniform Repeated Measurement Designs

Palash Sarkar
and
Bimal Roy Indian Statistical Institute, Calcutta

•

An Alternative Approach To The Anova Problem

Shoutir Kishore Chatterjee Calcutta University
and
Sisir Kumar Samanta R. K. M. Residential College, Narendrapur

•

Mixture Experiments : All-Variance And Minimum-Bias Designs

H. Chakrabarti
and
N. K. Mandal Department of Statistics, Calcutta University

•

Cyclic Group Divisible Designs

Chand K. Midha
and
Aloke Dey Department of Mathematical Sciences The University of Akron, U.S.A.

•

Incomplete Split-Plot Designs Generated By GDPBIBD ( 2 )

Iwona Mejza
and
Stanislaw Mejza Agricultural University, Poznan, Poland

•

Optimal Designs in Random Coefficient Linear Regression Models

Erkki P. Liski University of Tampere, Finland Arto Luoma University of Tampere, Finland
Bikas K. Sinha Indian Statistical Institute, Calcutta

•

On The Yeh - Bradley Conjecture For Treatment - Control Design

Dibyen Majumdar University of Illinois at Chicago, U.S.A.

•

Latin Square Type Row -Column Designs

Ram Niwas
and
B.D. Mehta CCS Harayana Agricultural University

•

Robust Second Order Rotatable Designs : Part I

Rabindra Nath Das Ballygunge Govt. High School, Calcutta

•

Minimax Second-Order Disigns Over Hypercubes For The Difference Between Estimated response At Two Points On A Straight Line Through The Origin

S. Huda King Saud University, Saudi Arabia

•

On The Construction Of VB Designs

C.C. Gujarathi
and
Pravender Sardar Patel University, India

•

Construction Of Balanced Ternary Designs With Nested Rows And Columns Using BIB Designs

B.N. Tyagi Centre for Advanced Development Research, Lucknow, India
and
S.K. Rizwi Research and Study Centre, Lucknow, India

•

Construction Of Nested In Complete Block Designs

G.M. Saha Indian Statistical Institute, Calcutta
and
Aloke Dey
and
Chand K. Midha The University of Akron, Akron, USA

•

Optimal Fractional Factorial Designs With 18, 34 And 66 Runs

Lijian He, Mike Jacroux
and
Lan Yu Washington State University, Pullman, USA

•

Some E - Optimal Partially Balanced Nested Row - Column Designs With Unequal Block Sizes

Nizam Uddin Tennessee Technology University, USA

•

Construction Of Non-Proper Balanced Bipartite Block Designs

Seema Jaggi, Rajender Prasad
and
V.K. Gupta Indian Agricultural Statistics Research Institute, New Delhi, India

•

Robust Second Order Rotatable Designs : Part II ( RSORD)

Rabindra Nath Das Bidhan Nagar Govt. College, Calcutta, India

•

On Covariance Analysis In Nested Classification To Study The Fertility Differential In North - Eastern Libya

K.Y. Budijaja
and
K.C. Bhuyan Garyounis University, Libya

•

On Partial Balance With Orthogonal Sub - Factorial Structure

Premadhis Das
and
Banibarna Chatterjee University of Kalyani, India

•

Construction Of Balanced Bipartite Block Designs With Nested Rows And Columns

Rajender Parsad, P.R. Sreenath
and
Niti Agarwal I.A.S.R.I., India

•

Generalised Egd Designs And Orthogonal Factorial Structure

Basudev Adhikary
and
Sanjay Bandyopadhyay Calcutta University

•

Some Supplements To Nearly Balanced Uniform Repeated Mesurements Designs

K.K. Singh Meitei Manipur University, India

•

Construction Of Some Classes Of Optimal Repeated Measurements Designs

Soumen Maity
and
Bimal K. Roy Indian Statistical Institute, Calcutta

•

Some Supplemented Row - Column Designs With Varying Replications

Sontosh Kumari, B.D. Mehata
and
S.D. Batra CSS Harayanaagricultural University, India

•

Parametric Identifiability And Model-Preserving Con- straints

Abhijit Dasgupta University of Washington, USA
and
S. Das Gupta Indian Statistical Institute, Calcutta and Indian National Science Academy

•

A - Efficient Block Designs For Slope Ratio Assays

Ashish Das, Aloke Dey Indian Statistical Institute, New Delhi
and
Sudhir Gupta Northern Illinois University, USA.

•

Modeling The Probability Of A Negative Anova Estimate Of A Variance Component

Juneyoung Lee Korea University, Seoul, Korea
and
Andre I. Khuri University of Florida, Gainesville, U.S.A.

•

Generalized Linear Measurement - Error Models With Multivariate T - Measurement Error

Surupa Roy St. Xavier's College, Kolkata, India
and
Tathagata Banerjee Calcutta University, India

•

On Two Types Of Cyclic Generalisations Of EGD/2ⁿ - 1 PBIB Designs And Intereffect Orthogonality

Basudeb Adhikary
and
Sanjoy Bandyopadhyay Calcutta University, India

•

Recent Advances In Industrial Experimentations

Dennis K. J. LIN Pennsylvania State University, U.S.A.

•

Construction of E( ƒ_NOD ) - Optimal Supersaturated Designs Via Room Squares

Kai - Tai Fang Hong Kong Baptist University, Hong Kong, China Gen - Nian Ge Suzhou University, Suzhou, China
and
Min - Qian Liu Tianjin University, Tianjin, China

•

On Properties And Construction Of GEGD /3ⁿ - 1 PBIB Designs

Basudeb Adhikary¹
and
Sanjoy Bandyopadhyay University of Calcutta, India

•

Split Block Designs

Kirti Shah University of Waterloo, Waterloo, Ontario, Canada

•

On Deletion Residuals

A. H. M. Rahamatullah Imon University of Rajshahi, Bangaldesh

•

On The Block Structure Of Treatment - Control Designs

Mike Jacroux Washington State University, U.S.A.

•

Improvement Of Quality Of A System Using Regression Designs

Anis Chandra Mukhopadhyay Indian Statistical Institute, Kolkata, India Srijib Bhusan Bagchi
and
Rabindra Nath Das Burdwan University, Burdwan, West Bengal, India

•

On Consistency Of Estimators In Simple Linear Regression Models

Anindya Roy
and
Thomas I. Seidman Dept. of Mathematics
and
Statistics University of Maryland, USA

•

Choosing A Better Training Sample For Classifying An Individual Into One Of Two Correlated Normal Populations

Subhadip Bandyopadhyay and Shibdas Bandyopadhyay Indian Statistical Institute, Kolkata, India

•

Non - Linear Time Series Modeling Of Volatile Onion Price Data Using Ar ( p ) - ARCH ( q ) - In - Mean

Himadri Ghosh
and
Prajneshu Indian Agricultural Statistics Research Institute, New Delhi, India

•

Stimulant-Induced Spatial Temporal Patterns In PET Data : Illustrations Using SPM, MANCOVA - CVA And PLS

Lei Xu Merck & Co. Inc., USA Sati Mazumdar University of Pittsburg, USA
and
Philip J. Geer and Julie Price University of Pittsburgh, USA

•

An Application Of Multivariate Statistical Techniques For Cost Effective Decision Making - A Case study

Biswabrata Pradhan SQC & OR Division, Indian statistical Institute, Kolkata, India

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