Some Preprints

  1. C.A. Cusack, S.W. Graham and D.L. Kreher, Large sets of 3-designs from PSL(2,q), with block sizes 4 and 5. Charles J. Colbourn and D.L. Kreher, ( ps | pdf )
  2. Charles J. Colbourn and D.L. Kreher, Concerning Difference Matrices ( ps | pdf )
  3. E. S. Kramer, D.L. Kreher and R. Mathon, On Steiner 3-wise balanced designs of order 17 ( ps | pdf )
  4. D.L. Kreher and D.R. Stinson, Small group divisible designs with block size four, ( ps | pdf )
  5. D.L. Kreher, Simple t-Designs with large t: A survey ( ps | pdf )
  6. D.L. Kreher, Constructing t-Designs with t > 3 ( ps | pdf )
  7. C.L. Olsen, and D.L. Kreher, Steiner Graphical t-Wise Balanced Designs of Type nr ( ps | pdf )
  8. M.A. Chateauneuf, C.J. Colbourn, D.L. Kreher, E.R. Lamken, and D.C. Torney, Pooling, Lattice Square, and Union Jack Designs. ( ps | pdf )
  9. C.J. Colbourn, D.L. Kreher, J.P. McSorley, and D.R. Stinson, Orthogonal arrays of strength three from regular 3-wise balanced designs. ( ps | pdf )
  10. M.A. Chateauneuf, C.J. Colbourn, and D. L. Kreher, Covering arrays of strength three. ( ps | pdf )
  11. L. Burgess, D.L. Kreher and D.Street, Small orthogonal main effect plans with four factors. ( ps | pdf )
  12. D.L. Kreher and R.S. Rees, A hole-size bound for incomplete t-wise balanced designs. ( ps | pdf )
  13. D.L. Kreher and R.S. Rees, On the maximum size of a hole in an incomplete t-wise balanced design with specified minimum block size. ( ps | pdf )
  14. M.A. Chateauneuf, and D.L. Kreher, On the state of strength-three covering arrays. ( ps | pdf )
  15. M. Greig, D.L. Kreher, and A.C.H. Ling, On PBIBD Designs Based on Triangular Schemes. ( ps | pdf )
  16. I.Adamczak, D.L. Kreher, A.C.H. Ling and R.S. Rees, Further results on the maximum size of a hole in an incomplete t-wise balanced design with specified minimum block size. ( ps | pdf )
  17. D.L. Kreher, C.W.H. Lam, A.C.H. Ling, and R.S. Rees, A note on {4}-GDDs of type 210. ( ps | pdf )
  18. B. Alspach, D. Dyer, and D.L. Kreher, On isomorphic factorizations of circulant graphs. ( ps | pdf )
  19. D.L. Kreher, D. Pray Classroom note: Drawing the pentagram ( ps | pdf )
  20. L.R. Thimm, D.L. Kreher, and P. Merkey, A Parallel implementation for the maximum clique problem. ( ps | pdf )
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