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Showing 2009 · math.AGShow all
3 papers · 2 filters
math.AG2009
The ring of regular functions of an algebraic monoid
Lex E. Renner, Alvaro Rittatore
Let M be an irreducible normal algebraic monoid with unit group G. It is known that G admits a Rosenlicht decomposition, G=G_antG_aff, where G_ant is the maximal anti-affine subgro…
math.AG2009
Observable subgroups of algebraic monoids
Lex Renner, Alvaro Rittatore
A closed subgroup H of the affine, algebraic group G is called observable if G/H is a quasi-affine algebraic variety. In this paper we define the notion of an observable subgroup o…
math.AG2009★ 1 cited
Observable actions of algebraic groups
Lex Renner, Alvaro Rittatore
Let G be an affine algebraic group and let X be an affine algebraic variety. An action is called observable if for any G-invariant, proper, closed subset Y of X t…