Add to ORKGWe use the methods developed in [4], [6], [7] to solve the isomorphism problem of unitary forms of infinite split Kac–Moody groups over finite fields of square order.
In this article we characterize the fields over which connected split semisimple algebraic groups an...
We classify all unital subalgebras of the Cayley algebra O(q) over the finite field F(q), q = p(n). ...
AbstractIn this paper we shall be interested in automorphism groups of forms of even degree higher t...
AbstractWe use the methods developed in [Pierre-Emmanuel Caprace, “Abstract” homomorphisms of split ...
A subgroup of a Kac–Moody group is called bounded if it is contained in the intersection of two fini...
AbstractA subgroup of a Kac–Moody group is called bounded if it is contained in the intersection of ...
Zerfallende Kac-Moody-Gruppen wurden 1987 von Jacques Tits definiert, Bertrand Remy gab 1999 eine De...
AbstractDye proved that the discrete unitary group in a factor determines the algebraic type of the ...
AbstractIt is shown that two affine Kac–Moody groups are isomorphic to each other if and only if the...
The present paper grew out an attempt to understand the techniques used by O’Meara’s school for the ...
The isomorphisms between projective unitary congruence groups are known when the underlying Witt ind...
Kac–Moody groups may be viewed as infinite-dimensional analogues of semi-simple Lie groups, or else ...
We show that the isomorphism class of a finite p-group G is determined by the group algebra of G ove...
AbstractLet G be a Kac–Moody group over a finite field corresponding to a generalized Cartan matrix ...
In this article we characterize the fields over which connected split semisimple alge-braic groups a...
In this article we characterize the fields over which connected split semisimple algebraic groups an...
We classify all unital subalgebras of the Cayley algebra O(q) over the finite field F(q), q = p(n). ...
AbstractIn this paper we shall be interested in automorphism groups of forms of even degree higher t...
AbstractWe use the methods developed in [Pierre-Emmanuel Caprace, “Abstract” homomorphisms of split ...
A subgroup of a Kac–Moody group is called bounded if it is contained in the intersection of two fini...
AbstractA subgroup of a Kac–Moody group is called bounded if it is contained in the intersection of ...
Zerfallende Kac-Moody-Gruppen wurden 1987 von Jacques Tits definiert, Bertrand Remy gab 1999 eine De...
AbstractDye proved that the discrete unitary group in a factor determines the algebraic type of the ...
AbstractIt is shown that two affine Kac–Moody groups are isomorphic to each other if and only if the...
The present paper grew out an attempt to understand the techniques used by O’Meara’s school for the ...
The isomorphisms between projective unitary congruence groups are known when the underlying Witt ind...
Kac–Moody groups may be viewed as infinite-dimensional analogues of semi-simple Lie groups, or else ...
We show that the isomorphism class of a finite p-group G is determined by the group algebra of G ove...
AbstractLet G be a Kac–Moody group over a finite field corresponding to a generalized Cartan matrix ...
In this article we characterize the fields over which connected split semisimple alge-braic groups a...
In this article we characterize the fields over which connected split semisimple algebraic groups an...
We classify all unital subalgebras of the Cayley algebra O(q) over the finite field F(q), q = p(n). ...
AbstractIn this paper we shall be interested in automorphism groups of forms of even degree higher t...