Non-existence of point-transitive 2-(106,6,1) designs

作者:Guan Haiyan; Zhou Shenglin*
来源:ELECTRONIC JOURNAL OF COMBINATORICS, 2014, 21(1): P1.58.
DOI:10.37236/3519

摘要

Let S be a linear space with 106 points, with lines of size 6, and let G be an automorphism group of S. We prove that G cannot be point-transitive. In other words, there exists no point-transitive 2-(106, 6, 1) designs.

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