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Divisible designs admitting a Suzuki group as an automorphism group

Ralph-Hardo Schulz; Antonino~Giorgio Spera — 1998

Bollettino dell'Unione Matematica Italiana

Si costruiscono, facendo uso delle rette dei piani di Lüneburg e degli ovali di Tits, due classi di disegni divisibili ipersemplici che ammettono il gruppo di Suzuki $S (q)$ ( $q = 2^{2 t + 1}$ con $t \geq 1$ ) come gruppo di automorfismi. Inoltre si studiano le strutture ottenute determinandone le orbite di $S (q)$ .

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