An Enumeration of Certain Projective Ternary Two‐Weight Codes |
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Authors: | Michael Martis John Bamberg Sylvia Morris |
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Affiliation: | Centre for the Mathematics of Symmetry and Computation, School of Mathematics and Statistics, The University of Western Australia, Australia |
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Abstract: | We detail the enumeration of all two‐intersection sets of the five‐dimensional projective space over the field of order 3 that are invariant under an element of order 7, which include the examples of Hill (1973) and Gulliver (1996). Up to projective equivalence, there are 6,635 such two‐intersection sets. |
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Keywords: | two‐intersection set strongly regular graph two‐weight codesubjclass[2010]Primary 05B25 51E12 05C12 05C38 |
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