Transplantation and multiplier theorems for Fourier-Bessel expansions
Ó Ciaurri, K Stempak - Transactions of the American Mathematical Society, 2006 - ams.org
Proved are weighted transplantation inequalities for Fourier-Bessel expansions. These
extend known results on this subject by considering the largest possible range of
parameters, allowing more weights and admitting a shift. The results are then used to
produce a fairly general multiplier theorem with power weights for considered expansions.
Also fractional integral results and conjugate function norm inequalities for these expansions
are proved. References
extend known results on this subject by considering the largest possible range of
parameters, allowing more weights and admitting a shift. The results are then used to
produce a fairly general multiplier theorem with power weights for considered expansions.
Also fractional integral results and conjugate function norm inequalities for these expansions
are proved. References
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