Pages that link to "Item:Q3189506"

The following pages link to On the norm of the <i>L^p </i>-Fourier transform on compact extensions of ℝ^<i>n</i> (Q3189506):

Displaying 7 items.

• A quantitative version of the non-Abelian idempotent theorem (Q633235) (← links)
• On the norm of the Fourier-Gegenbauer projection in weighted \(L_p\) spaces (Q1299984) (← links)
• The \(L^p\)-Fourier transform norm on compact extensions of locally compact groups (Q2310831) (← links)
• Estimate of the \(L^p\)-Fourier transform norm on strong \(\ast\)-regular exponential solvable Lie groups (Q2644346) (← links)
• An inequality for the convolutions on unimodular locally compact groups and the optimal constant of Young's inequality (Q2682406) (← links)
• $L^2$-norm and estimates from below for Riesz transforms on Cantor sets (Q3165247) (← links)
• Estimate of the \(L^p\)-Fourier transform norm for some Lie groups (Q6642417) (← links)