Pages that link to "Item:Q1940122"

The following pages link to Admissible vectors for mock metaplectic representations (Q1940122):

Displaying 20 items.

• Equivalence of the metaplectic representation with sums of wavelet representations for a class of subgroups of the symplectic group (Q485121) (← links)
• Reproducing subgroups of \(Sp(2,\mathbb{R})\). I: Algebraic classification (Q485166) (← links)
• Coorbit spaces with voice in a Fréchet space (Q515867) (← links)
• The Radon transform intertwines wavelets and shearlets (Q2330937) (← links)
• Simplified vanishing moment criteria for wavelets over general dilation groups, with applications to abelian and shearlet dilation groups (Q2402487) (← links)
• Reproducing subgroups of \(\mathrm{Sp}(2,\mathbb R)\). II: Admissible vectors (Q2447915) (← links)
• Different faces of the shearlet group (Q2631009) (← links)
• Reproducing formulas for generalized translation invariant systems on locally compact abelian groups (Q2822706) (← links)
• Coorbit spaces and wavelet coefficient decay over general dilation groups (Q2944828) (← links)
• Geometric classification of semidirect products in the maximal parabolic subgroup of Sp(2, ℝ) (Q2962427) (← links)
• Square-integrability of multivariate metaplectic wave-packet representations (Q2979699) (← links)
• The Use of Representations in Applied Harmonic Analysis (Q3467051) (← links)
• Admissible vectors for the regular representation (Q4536059) (← links)
• Recent Progress in Shearlet Theory: Systematic Construction of Shearlet Dilation Groups, Characterization of Wavefront Sets, and New Embeddings (Q4609728) (← links)
• (Q4631272) (← links)
• Anisotropic shearlet transforms for <i>L</i>² (Q5169937) (← links)
• Extensions of the Heisenberg group by one‐parameter groups of dilations which are subgroups of the affine and the symplectic groups (Q5177987) (← links)
• Two-dimensional Shannon type expansions via one-dimensional affine and wavelet lattice actions (Q5226490) (← links)
• Continuous and discrete frames generated by the evolution flow of the Schrödinger equation (Q5356937) (← links)
• Convolution theorems for the free metaplectic transformation and its application (Q6061146) (← links)