In this paper we address the problem of determining the spectrum of all possible values of $k$ for canonically inherited $k$-arcs in Moulton planes of odd order $q^{2}$, with $q\equiv 3\pmod{4}$, arising from hyperbole in $\mathrm{AG}(2,q^{2})$.
Existence of canonically inherited arcs in Moulton planes of odd order
SONNINO, Angelo
2015-01-01
Abstract
In this paper we address the problem of determining the spectrum of all possible values of $k$ for canonically inherited $k$-arcs in Moulton planes of odd order $q^{2}$, with $q\equiv 3\pmod{4}$, arising from hyperbole in $\mathrm{AG}(2,q^{2})$.File in questo prodotto:
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