Pages that link to "Item:Q2493038"

The following pages link to \(L^p\)-Poisson integral representations of solutions of the Hua system on Hermitian symmetric spaces of tube type (Q2493038):

Displaying 9 items.

• An explicit expression for the Harish-Chandra c-function for the homogeneous space \(SO(2,n)/S(O(2)\times O(n)), \, n\in \{ 2,4,6\}\) (Q719416) (← links)
• Characterization of the Poisson integrals for the non-tube bounded symmetric domains (Q877570) (← links)
• Les équations de Hua d'un domaine borné symétrique du type tube. (The equations of Hua for a bounded symmetric domain of tube type) (Q1069008) (← links)
• \(L^{2}\)-Poisson integral representations of solutions of the Hua system on the bounded symmetric domain \(SU(n,n)\)/\(S(U(n){\times}U(n))\) (Q1403837) (← links)
• Differential systems of type \((1,1)\) on Hermitian symmetric spaces and their solutions. (Q1888369) (← links)
• \(L^p\)-Poisson integral representations for solutions of the generalized Hua system on line bundles over \(SU (n, n) / S(U(n) \times U(n))\) (Q2225248) (← links)
• Characterization of the Lp-range of the Poisson transform on the Octonionic Hyperbolic Plane (Q4583915) (← links)
• <i>L</i>^<i>p</i>-Poisson integral representations of solutions of the Hua system on the Lie ball in ℂ^<i>n</i> (Q5297924) (← links)
• Fatou's theorems and a generalized Poisson transform of an<b><i>L^p</i></b>-function over the Shilov boundary of the bounded symmetric domain of type I (Q5451475) (← links)