1
School of Mathematical Sciences Suzhou University Suzhou, 215006 China
2
School of Mathematics, Central South University, Changsha, P. R. China
Abstract
After the classification of the flag-transitive linear spaces, the attention has been turned to line-transitive linear spaces. In this article, we present a
partial classification of the finite linear spaces $\mathcal S$ on
which an almost simple group $G$ with the socle $G_2(q)$ acts
line-transitively.
Li, S., Li, X., & Liu, W. (2015). Almost simple groups with Socle $G_2(q)$ acting on finite linear spaces. Bulletin of the Iranian Mathematical Society, 41(3), 591-602.
MLA
Li, S., Li, X., & Liu, W. "Almost simple groups with Socle $G_2(q)$ acting on finite linear spaces", Bulletin of the Iranian Mathematical Society, 41, 3, 2015, 591-602.
HARVARD
Li S., Li X., Liu W. (2015). 'Almost simple groups with Socle $G_2(q)$ acting on finite linear spaces', Bulletin of the Iranian Mathematical Society, 41(3), pp. 591-602.
CHICAGO
S. Li, X. Li & W. Liu, "Almost simple groups with Socle $G_2(q)$ acting on finite linear spaces," Bulletin of the Iranian Mathematical Society, 41 3 (2015): 591-602,
VANCOUVER
Li S., Li X., Liu W. Almost simple groups with Socle $G_2(q)$ acting on finite linear spaces. BIMS. 2015;41(3):591-602.
