Pages that link to "Item:Q1340652"

The following pages link to Dual pair \(G_{\mathcal J}\times PGL_ 2 G_{\mathcal J}\) is the automorphism group of the Jordan algebra \({\mathcal J}\) (Q1340652):

Displaying 16 items.

• Fourier coefficients of automorphic forms, character variety orbits, and small representations (Q455815) (← links)
• A tower of theta correspondences for \(G_ 2\) (Q1362092) (← links)
• On the automorphic theta representation for simply laced groups (Q1366941) (← links)
• The unitary dual of \(p\)-adic \(G_2\) (Q1376021) (← links)
• Kirillov-Duflo orbit method and minimal representations of simple groups over a local field of characteristic zero (Q1376030) (← links)
• The characterization of theta-distinguished representations of \(\mathrm{GL}(n)\) (Q1686396) (← links)
• On the wavefront sets associated with theta representations (Q2126053) (← links)
• Modular forms on indefinite orthogonal groups of rank three (Q2162807) (← links)
• Structure of internal modules and a formula for the spherical vector of minimal representations. (Q2370243) (← links)
• On minimal representations of Chevalley groups of type \(D_n\), \(E_n\) and \(G_{2}\) (Q2464031) (← links)
• Characters, genericity, and multiplicity one for \(U(3)\) (Q2565875) (← links)
• Dichotomy for generic supercuspidal representations of<i>G</i>₂ (Q3008414) (← links)
• Rank and matrix coefficients for simply laced groups (Q3437803) (← links)
• Minimal representations of exceptional 𝑝-adic groups (Q4382850) (← links)
• (Q4674798) (← links)
• THE DOUBLE COVER OF ODD GENERAL SPIN GROUPS, SMALL REPRESENTATIONS, AND APPLICATIONS (Q5738186) (← links)