Design TheoryDirectory > Science > Math > Combinatorics > Design Theory
| ||||||||||||
Table of lengths of shortest known Golomb rulers, counts of optimal and near-optimal rulers, and some Fortran programs for dealing with Golomb rulers. |
Description and theory, with references to additional reading. |
Lists of orthogonal arrays, difference schemes and experimental design tools maintained by Warren F. Kuhfeld. |
A library of Hadamard matrices maintained by N. J. A. Sloane. |
A library of over 200 orthogonal arrays maintained by N. J. A. Sloane. |
List of known {-1,1}-matrices with largest determinant and D-optimal designs. |
Information on Nested and Orthogonal BIBDs and related topics. |
Detailed, theoretical tutorial with references. |
Classification of Hadamard matrices and designs. |
Fractional factorial design generator by Marko Boon. |
Construction of orthogonal arrays and covering arrays using permutation groups by George Sherwood. |
Leonard Soicher reports on new SOMAs, which are generalisations of mutually orthogonal Latin squares. |
Links to resources for design theory maintained by Peter Cameron. |
Describes the computerized effort to prove that the known shortest Golomb rulers (up to 25 marks) are really the shortest, or else find the actual shortest ones. |
Ed Pegg Jr. writes about the history (and future) of Golomb rulers and related concepts. |
Links compiled by Peter Cameron. |
By C.W.H. Lam. |
Compiled by Jennifer Seberry. |
Compiled by Jennifer Seberry. |
A research project founded by the UK Engineering and Physical Sciences Research Council. |
Home page for The CRC Handbook of Combinatorial Designs. |
With programs and algorithms for creating designs for statistical experiments. |
Specification of the problem, research report, references, a solver program and some results. |
A database of good covering designs constructed by Dan Gordon. |
Tables and examples in PG(k-1,q) by Yves Edel. |
As orbits of AG(2,q), PSL(2,2^f) and PGammaL(2,2^f) by Yves Edel. |
Hyperovals in Desarguesian Planes and related structures in arbitrary projective planes. |
Tables of homogeneous coherent configurations by A. Hanaki and I. Miyamoto. |
| Help build the largest human-edited directory on the web. |
| Submit a Site - Open Directory Project - Become an Editor |
Domain Tools analysis of DMOZ top listed domains