Structural characterizations of transitive subsets in G wr S_n via character theory, generalizing Livingstone-Wagner theorem with connections to Charlier polynomials for codes and designs.
Hall, Projective planes, Trans
2 Pith papers cite this work. Polarity classification is still indexing.
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The manuscript develops Linear Geometry synthetically from line relations on liners to algebraic structures such as magmas, loops, ternars, and quasi-fields, including area defined via parallels.
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Transitivity in wreath products with symmetric groups
Structural characterizations of transitive subsets in G wr S_n via character theory, generalizing Livingstone-Wagner theorem with connections to Charlier polynomials for codes and designs.
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Linear Geometry and Algebra
The manuscript develops Linear Geometry synthetically from line relations on liners to algebraic structures such as magmas, loops, ternars, and quasi-fields, including area defined via parallels.