Pages that link to "Item:Q883607"

The following pages link to A commutative model of a representation of the group \(O(n, 1)^{X}\) and a generalized Lebesgue measure in the space of distributions (Q883607):

Displaying 6 items.

• Special representations of the groups \(U(\infty,1)\) and \(O(\infty,1)\) and the associated representations of the current groups \(U(\infty,1)^X\) and \(O(\infty,1)^X\) in quasi-Poisson spaces (Q366040) (← links)
• A commutative model of presentation of the group of flows \(SL(2,R)^ X\) that is connected with a unipotent subgroup (Q791684) (← links)
• Nonunitary representations of the groups of \(U(p, q)\)-currents for \(q\geq p > 1\) (Q1661537) (← links)
• Does there exist a Lebesgue measure in the infinite-dimensional space? (Q2377591) (← links)
• The Poisson model of the Fock space and representations of current groups (Q2892179) (← links)
• Invariant measure for some differential operators and unitarizing measure for the representation of a Lie group. Examples in finite dimension (Q2905536) (← links)