Pages that link to "Item:Q5217500"
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The following pages link to THE POSITIVITY OF THE HYPERGEOMETRIC TRANSLATION OPERATORS ASSOCIATED TO THE CHEREDNIK OPERATORS AND THE HECKMAN-OPDAM THEORY ATTACHED TO THE ROOT SYSTEMS OF TYPE B<sub>2</sub>AND C<sub>2</sub> (Q5217500):
Displaying 8 items.
- On the range of the Opdam-Cherednik transform and Roe's theorem in the Cherednik setting (Q262287) (← links)
- Qualitative uncertainty principles for the hypergeometric Fourier transform (Q2341947) (← links)
- (Q4658883) (← links)
- QUALITATIVE UNCERTAINTY PRINCIPLES FOR THE INVERSE OF THE HYPERGEOMETRIC FOURIER TRANSFORM (Q5217010) (← links)
- ABSOLUTE CONTINUITY OF THE REPRESENTING MEASURES OF THE HYPERGEOMETRIC TRANSLATION OPERATORS ATTACHED TO THE ROOT SYSTEM OF TYPE B<sub>2</sub>AND C<sub>2</sub> (Q5217557) (← links)
- Weighted integrability of the Cherednik-Opdam transform in terms of the moduli of smoothness (Q6540310) (← links)
- Toeplitz operators associated with the hypergeometric Gabor transform and applications (Q6577066) (← links)
- Hypergeometric Gabor transform and uncertainty principles (Q6614725) (← links)
