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math.CT2024
Sur la structure des repr{é}sentations g{é}n{é}riques des groupes lin{é}aires infinis
Aurélien Djament, Antoine Touzé
We study several structure aspects of functor categories from a small additive category to a module category, in particular the category F(A,K) of functors from finitely generated…
math.CT2007★ 2 cited
Le foncteur V -> entre F2-espaces vectoriels est noethérien
Aurélien Djament
We prove that in the category F of functors between F2-vector spaces, the tensor product between three copies of the standard projective object P : V -> F2[V] and a functor of fini…