1995 to 1999

41

C.A. Cusack, D.L. Kreher and S.W. Graham, Large sets of 3-designs from PSL(2,) with block sizes 4 and 5, The Journal of Combinatorial Designs 3 (1995) 147-160.

42

C.J. Colbourn, C.A. Cusack and D.L. Kreher, Partial Steiner Triple Systems with Equal-Sized Holes, The Journal of combinatorial Theory Series A 70 (1995) 56-65.

43

L.M. Weiss and D.L. Kreher, The Bigraphical -Wise Balanced Designs of Index Two, The Journal of Combinatorial Designs 3 (1995) 233-255.

44

E.D. Billington and D.L. Kreher, The intersection problem for small -designs, The Australasian Journal of Combinatorics 12 (1995) 239-258.

45

D.L. Kreher, Orthogonal arrays of strength 3, the Journal of Combinatorial Designs 4 (1995).

46

M. Gilpin and D.L. Kreher, A note on spanning trees in near -angulations. Ars Combinatoria 41 (1995) 189-192.

47

D.L. Kreher, -Designs, , The CRC handbook of combinatorial designs C.J. Colbourn and J.H. Dinitz (Editors) CRC Press, Boca Raton, 1996.

48

C.J. Colbourn and D.L. Kreher, Concerning difference matrices, Designs, Codes and Cryptography 9 67-70 (1996).

49

D.L. Kreher, G.F. Royle and W.D. Wallis, A Family of Resolvable Regular Graph Designs, Discrete Mathematics 156 269-275 (1996).

50

E.S. Kramer, D.L. Kreher and R. Mathon, On Steiner 3-wise balanced designs of order 17, Journal of Combinatorial Designs 5 125-145, (1997).

51

D.L. Kreher and D.R. Stinson, Small group divisible designs with block size four, Journal of Statistical Planning and Inference 58 111-118, (1997).

52

D.L. Kreher, D.R. Stinson and L. Zhu, On the maximum number of fixed points in automorphisms of - designs, Annals of Combinatorics 1 (1997) 227-243.

53

M.A. Chateauneuf, C.J. Colbourn and D.L.Kreher, Covering arrays of strength 3, Designs Codes and Cryptography 16 235-242 (1999).

54

L. Burgess, D.L. Kreher and D.Street, Small orthogonal main effect plans with four factors, Communications in Statistics 28 Issue 10, 1999.

55

M.A. Chateauneuf, C.J. Colbourn, D.L. Kreher, E.S. Lamkin and D.C. Torney, Pooling, Lattice Square, and Union Jack Designs, Annals of Combinatorics 3 (1999) 27-35.