AbstractWe consider the existence of Moufang sets related to certain groups of mixed type. This way, we obtain new examples of Moufang sets and new constructions of known classes. The most interesting class of new examples is related to the Moufang quadrangles of type F4 and to the Ree–Tits octagon over a nonperfect field, and the root groups of each member have nilpotency class three
A Moufang set is essentially a doubly transitive permutation group such that each point stabilizer c...
We give an explicit description of the Moufang sets of type F-4, i.e. the buildings arising from the...
Abstract. Moufang sets were introduced by Jacques Tits as an axiom-atization of the buildings of ran...
We consider the existence of Moufang sets related to certain groups of mixed type. This way, we obta...
AbstractWe consider the existence of Moufang sets related to certain groups of mixed type. This way,...
We explicitly show that Moufang quadrangles of type E6 and E7 have classical rank one residues with ...
Abstract. Moufang sets are split BN-pairs of rank one, or the Mo-ufang buildings of rank one. As suc...
A Moufang set is essentially a doubly transitive permutation group such that the point stabilizer co...
A Moufang set is essentially a doubly transitive permutation group such that the point stabilizer co...
A Moufang set is essentially a doubly transitive permutation group such that the point stabilizer co...
A Moufang set is essentially a doubly transitive permutation group such that the point stabilizer co...
A Moufang set is essentially a doubly transitive permutation group such that the point stabilizer co...
A Moufang set is essentially a doubly transitive permutation group such that the point stabilizer co...
We make the class of Moufang sets into a category in such a way that it is compatible with other cat...
A Moufang set is essentially a doubly transitive permutation group such that each point stabilizer c...
A Moufang set is essentially a doubly transitive permutation group such that each point stabilizer c...
We give an explicit description of the Moufang sets of type F-4, i.e. the buildings arising from the...
Abstract. Moufang sets were introduced by Jacques Tits as an axiom-atization of the buildings of ran...
We consider the existence of Moufang sets related to certain groups of mixed type. This way, we obta...
AbstractWe consider the existence of Moufang sets related to certain groups of mixed type. This way,...
We explicitly show that Moufang quadrangles of type E6 and E7 have classical rank one residues with ...
Abstract. Moufang sets are split BN-pairs of rank one, or the Mo-ufang buildings of rank one. As suc...
A Moufang set is essentially a doubly transitive permutation group such that the point stabilizer co...
A Moufang set is essentially a doubly transitive permutation group such that the point stabilizer co...
A Moufang set is essentially a doubly transitive permutation group such that the point stabilizer co...
A Moufang set is essentially a doubly transitive permutation group such that the point stabilizer co...
A Moufang set is essentially a doubly transitive permutation group such that the point stabilizer co...
A Moufang set is essentially a doubly transitive permutation group such that the point stabilizer co...
We make the class of Moufang sets into a category in such a way that it is compatible with other cat...
A Moufang set is essentially a doubly transitive permutation group such that each point stabilizer c...
A Moufang set is essentially a doubly transitive permutation group such that each point stabilizer c...
We give an explicit description of the Moufang sets of type F-4, i.e. the buildings arising from the...
Abstract. Moufang sets were introduced by Jacques Tits as an axiom-atization of the buildings of ran...
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