Every connected vertex-transitive graph of order 10p, p prime and p ≠ 7, has a Hamilton path; the exceptional PSL(2,s^m) coset graphs are shown to contain Hamilton cycles.
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On Hamilton paths in vertex-transitive graphs of order $10p$
Every connected vertex-transitive graph of order 10p, p prime and p ≠ 7, has a Hamilton path; the exceptional PSL(2,s^m) coset graphs are shown to contain Hamilton cycles.