## Details

**Table of Contents**

Foreword

Preface pp. i-xiii

List of Statistical Articles of Q. M. Husain

List of Commentators

Chapter 1- A Note on Examination Marks

(Q. M. Hussain) pp. 1-10

Chapter 1.A – On the Paper “A Note on Examination Marks”

(S. P. Mukherjee) pp. 11-16

Chapter 2 – Standardization of Examination Marks

(Q. M. Hossain)pp. 17-24

Chapter 2.A – On the Paper “Standardization of Examination Marks”

(M. Ahsanullah)pp. 25-26

Chapter 3 – A Note on Interaction

(Q. M. Hussain)pp. 27-30

Chapter 3.A – On the Paper “A Note on Interaction”

(M. A. H. Talukder)pp. 31-42

Chapter 4 – On the Totality of Solutions for the Symmetrical Incomplete Block Designs

(Q. M. Husain)pp. 33-42

Chapter 4.A – On the Paper “On the Totality of the Solutions

for the Symmetrical Incomplete Block Designs”

(A. S. Hedayat)pp. 43-44

Chapter 5 – Impossibility of the Symmetrical Incomplete Block Designs with =2, K = 7 45

(Q. M. Husain)pp. 45-58

Chapter 5.A – On the Paper “Impossibility of the Symmetrical Incomplete Block Designs with =2, K = 7”

(Aloke Dey)pp. 59-60

Chapter 6 – Symmetrical Incomplete Block Designs with =2, k = 8 or 9

(Q. M. Husain) pp. 61-72

Chapter 6.A – On the Paper “Symmetrical Incomplete Block Designs with =2, k = 8 or 9”

(Bikas K. Sinha) pp. 73-76

Chapter 7 – Structure of Some Incomplete Block Designs

(Q. M. Husain)pp. 77-82

Chapter 7.A – On the Paper “Structure of Some Incomplete

Block Designs”

(Rahul Mukerjee)pp. 83-86

Chapter 8 – Alternative Proof of he Impossibility of the Symmetrical Design with =2, K = 7 87

(Q. M. Husain)pp. 87-88

Chapter 8.A – On the Paper “Alternative Proof of he Impossibility of the Symmetrical Design with =2, K = 7” 89

(Shahariar Huda)pp. 89-90

Chapter 9 – An Alternative Proof of the Number of m-Flats n-Dimensional Finite Projective Geometry Formed from Galois Field G. F. (pn), Where p is a Prime Number and n a Positive Integer

(Q. M. Husain)pp. 91-94

Chapter 9.A – On the Paper “An Alternative Proof of the Number

of m-Flats n-Dimensional Finite Projective Geometry Formed from Galois Field G. F. (pn), Where p is a Prime Number and n a Positive Integer”

(Nizam Uddin)pp. 95-98

Chapter 10 – A Talk ‘On Scope of Statistics and Statisticians’

in Pakistan

(Q. M. Husain)pp. 99-106

Chapter 10.A – On the Paper “A Talk ‘On Scope of Statistics

and Statisticians’ in Pakistan”

(A. K. Md. E. Saleh)pp. 107-110

Chapter 11 – Co-Ordination of the Teaching of Science Subjects at the University Level

(Q. M. Husain)pp. 111-116

Chapter 11.A – On the Paper “Co-Ordination of the Teaching of Science Subjects at the University Level”

(M. Samiuddin)pp. 117-120

Chapter 12 – Star Design

(Q. M. Husain) pp. 121-132

Chapter 12.A – On the Paper “Star Design”

(G. M. Saha)pp. 133-136

Chapter 13 – Statistical Activities in East Pakistan

(Q. M. Husain)pp. 137-142

Chapter 13.A – On the Paper “Statistical activities in East Pakistan”

(Mir Masoom Ali)pp. 143-148

Chapter 14 – A Note on the Symmetrical Balances Incomplete Block (SBIB) Design with k = 9, = 2 149

(Q. M. Husain)pp. 149-154

Chapter 14.A – On the Paper “A Note on the Symmetrical Balances Incomplete Block (SBIB) Design with k = 9, = 2”

(Sanpei Kageyama)pp. 155-158

Chapter 15 – Growth of Statistical Education in Bangladesh –

As I See It

(Q. M. Husain)pp. 159-162

Chapter 15.A – On the Paper “Growth of Statistical Education in Bangladesh – As I See It”

(M. Ataharul Islam)pp. 163-166

Chapter 16 – Some Historical Photographs of Q. M. Husain pp. 167-172

Author Index pp. 173-174

Subject Index pp. 175-177