Pages that link to "Item:Q930578"

The following pages link to On the occurrence of admissible representations in the real Howe correspondence in stable range (Q930578):

Displaying 14 items.

• The explicit theta correspondence for reductive dual pairs \((\mathrm{Sp}(p,q),O^{\ast}(4))\) (Q313986) (← links)
• Projective cases for the restriction of the oscillator representation to dual pairs of type I (Q827447) (← links)
• On Howe's duality theorem (Q1123995) (← links)
• The character and the wave front set correspondence in the stable range (Q1702566) (← links)
• The oscillator character formula for isometry groups of split forms in deep stable range (Q1909578) (← links)
• The oscillator correspondence of orbital integrals, for pairs of type one in the stable range (Q1919613) (← links)
• Explicit induction principle and symplectic-orthogonal theta lifts (Q2407220) (← links)
• Local theta lifting of generalized Whittaker models associated to nilpotent orbits (Q2510440) (← links)
• Explicit Howe duality in the stable range. (Q3803361) (← links)
• $L^2$-versions of the Howe correspondence I. (Q4384709) (← links)
• Howe correspondence for real unitary groups II (Q4501107) (← links)
• Parity preservation of $K$-types under theta correspondence (Q4583906) (← links)
• Invariants and -spectrums of local theta lifts (Q5179516) (← links)
• Conservation relations for local theta correspondence (Q5264115) (← links)