Baer p-elements in translation planes

From MaRDI portal
Publication:1845201

DOI10.1016/0021-8693(74)90074-XzbMath0284.50006OpenAlexW2080676105MaRDI QIDQ1845201

D. A. Foulser

Publication date: 1974

Published in: Journal of Algebra (Search for Journal in Brave)

Full work available at URL: https://doi.org/10.1016/0021-8693(74)90074-x




Related Items

The odd order analogue of Dempwolff's B-group problemBaer-elation planesTranslation planes of order \(q^2\) admitting a two-transitive orbit of length \(q+1\) on the line at infinitySpreads, ovoids and \(S_ 5\)Subplanes of a translation planeA characterization of some translation planesOn the solvability of the collineation groups of derivable translation planesOrder 4 elements of linear and collineation groups.On the collineation groups of derived semifield planesTranslation planes admitting \(SL(n,w)\) with \(n\geq 3\)Quadratic extensions of flag-transitive planesThe non-solvable rank 3 affine planesCollineation groups of derived semifield planes. IICollineation groups of derived semifield planes. IIIBol quasi-fields of dimension two over their kernelsOn translation planes of order \(q^ 2\) that admit a group of order \(q^ 2(q-1)\); Bartolone's theoremCollineation groups whose order is prime to the characteristicPlanar collineations of order p in translation planes of order \(p^r\)On central collineations of derived semifield planesLinear transformation and collineation of finite translation planesTranslation planes of characteristic two in which all involutions are BaerThe translation planes of order 16 that admit PSL(2,7)Transitive parallelismsInfinite Baer netsThe translation planes of order \(q_ 2\) that admit SL(2,q) as a collineation group. I: Even orderThe translation planes of order \(q_ 2\) that admit SL(2,q) as a collineation group. II: Odd orderThe translation planes admitting a nonsolvable doubly transitive line-sized orbitDerived semifield planes with affine elationsLinear groups generated by a pair of quadratic action subgroupsA characterization of likeable translation planesOn the compatibility of planar and nonplanar involutions in translation planesA note on finite semifield planes that admit affine homologiesLinear groups and collineation groups of translation planesRegular parallelisms from translation planes



Cites Work