A. Pianzola

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20012026

most citedConjugacy theorems for loop reductive group schemes and Lie algebras

7 citations · 29 across the 32 of their papers we have counts for

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math.GR2022

A characterization of groups of type $F_{4}$ arising from the first Tits construction

Vladimir Chernousov, Alexandre Lourdeaux, Arturo Pianzola

We show that algebraic groups of type $F_{4}$ (or equivalently Albert algebras) arising from the first Tits construction are determined uniquely by their $g_{3}$ invariant.

A characterization of groups of type F4​ arising from the first Tits construction

A characterization of groups of type $F_{4}$ arising from the first Tits construction