Perfect secret sharing schemes from Room squares GR Chaudhry, H Ghodosi, J Seberry
28 1998 Secret sharing schemes based on Room squares GR Chaudhry, J Seberry
27 1996 How to prevent cheating in Pinch's scheme G Hossein, J Pieprzyk, G Chaundhry, J Seberry
23 1997 On the (v, 5, λ)-family of Bhaskar Rao designs GR Chaudhry, M Greig, J Seberry
Journal of statistical planning and inference 106 (1-2), 303-327, 2002
11 2002 Minimal critical set of a Room square of order 7 GR Chaudhry, J Seberry
11 1997 Back circulant Latin squares and the influence of a set LF Fitina, J Seberry, GR Chaudhry
9 1999 Minimal and maximal critical sets in Room squares GR Chaudhry, J Seberry
5 1996 On the (10, 5, λ)-family of Bhaskar Rao designs G Chaudhry, J Seberry
3 1998 Room squares: critical sets and their bounds GR Chaudhry, J Seberry
3rd International Conference on Combina. Math. and Combin. Comput.(3ICCMCC …, 1997
3 1997 Influence of entries in critical sets of Room squares G Chaudhry, J Seberry
2 2000 On the (v, 5,)-Family of Bhaskar Rao Designs GR Chaudhry, M Greig, J Seberry
1 1999 Combinatorial designs with applications in cryptography GR Chaudhry
2001 On the (10,5, )-family of Bhaskar Rao designs GR Chaundhry, J Seberry
1998 CRITICAL SETS IN ROOM SQUARES GR Chaudhry, J Seberry
1995 Research Online GR Chaundhry, J Seberry
On the (10,5, )-family of Bhaskar Rao designs GR Chaundhry, J Seberry
University of Wollongong, 0
Research Online GR Chaudhry, J Seberry
We establish the notions of influence, power and strong box in the critical sets of Room squares and study their properties. G Chaudhry, J Seberry
Bull. Inst. Comb. Applic 2 (3), 4-5, 0