Pages that link to "Item:Q1307112"

The following pages link to An approach to symmetric spaces of rank one via groups of Heisenberg type (Q1307112):

Displaying 12 items.

• The angular Laplacian on symmetric Damek-Ricci spaces (Q5041371) (← links)
• Extensions of the Heisenberg group by one‐parameter groups of dilations which are subgroups of the affine and the symplectic groups (Q5177987) (← links)
• A unified approach to compact symmetric spaces of rank one (Q5306740) (← links)
• Fourier and Radon transform on harmonic 𝑁𝐴 groups (Q5322895) (← links)
• TANGENTIAL CONVERGENCE OF BOUNDED HARMONIC FUNCTIONS ON GENERALIZED SIEGEL DOMAINS (Q5322931) (← links)
• The complex crown for homogeneous harmonic spaces (Q5389425) (← links)
• Ford fundamental domains in symmetric spaces of rank one (Q5961898) (← links)
• Fatou theorem and its converse for positive eigenfunctions of the Laplace-Beltrami operator on harmonic \textit{NA} groups (Q6158261) (← links)
• Horospherical coordinates of lattice points in hyperbolic spaces: effective counting and equidistribution (Q6165153) (← links)
• Overdetermined problems in groups of Heisenberg type: conjectures and partial results (Q6592072) (← links)
• Surjectivity of convolution operators on harmonic \textit{NA} groups (Q6639545) (← links)
• Direct and inverse approximation theorems for functions defined in Damek-Ricci spaces (Q6656350) (← links)