The following pages link to (Q3986689):
Displaying 22 items.
- The metapletic fundamental lemma of Jacquet and Mao in positive characteristic (Q643621) (← links)
- On certain global constructions of automorphic forms related to a small representation of \(F_4\) (Q669216) (← links)
- Real orthogonal representation of real semisimple Lie group (Q687950) (← links)
- \(L\)-functions and the oscillator representation (Q1084130) (← links)
- On a correspondence of automorphic forms on orthogonal groups of order five (Q1102386) (← links)
- Special representations of rank one orthogonal groups (Q1262887) (← links)
- Cuspidal representations associated to \((\text{GL}(n),O(n))\) over finite fields and \(p\)-adic fields (Q1283665) (← links)
- The characterization of theta-distinguished representations of \(\mathrm{GL}(n)\) (Q1686396) (← links)
- The continuous spectrum of the relative trace formula for \(GL(3)\) over a quadratic extension (Q1804786) (← links)
- The notion of norm and the representation theory of orthogonal groups (Q1891505) (← links)
- Supercuspidal representations of \(\mathrm{GL}_n(F)\) distinguished by an orthogonal involution (Q2167488) (← links)
- On irreducible generic representations distinguished by orthogonal groups (Q2517139) (← links)
- Tame supercuspidal representations of \(\mathrm{GL}_{n}\) distinguished by orthogonal involutions (Q2836479) (← links)
- Distinguished tame supercuspidal representations and odd orthogonal periods (Q2889352) (← links)
- (Q3487736) (← links)
- Duality and Supports of Induced Representations for Orthogonal Groups (Q4676451) (← links)
- Transfer factors for Jacquet-Mao's metaplectic fundamental lemma (Q4957072) (← links)
- On distinguished representations. (Q5203101) (← links)
- Le lemme fondamental métaplectique de Jacquet et Mao en égales caractéristiques (Q5244575) (← links)
- The relative trace formula for groups with involution (Q5937673) (← links)
- Planes in Z4$\mathbb {Z}^4$ and Eisenstein series (Q6139806) (← links)
- Multiplicity one theorems for the generalized doubling method (with an appendix by Avraham Aizenbud and Dmitry Gourevitch) (Q6172695) (← links)
