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BILINEAR MULTIPLIERS OF FUNCTION SPACES WITH WAVELET TRANSFORM IN Lpω (Rn)
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Bilinear multipliers of function spaces with wavelet transform in L^p_omega(R^n)
Abstract
Bilinear multipliers of function spaces with wavelet transform in L^p_omega(R^n)
참고문헌 (19)
- O. Blasco, "Bilinear multipliers and transference", Int. J. Math. Sci, 4, pp.545~554 (2005)
- O. Blasco, "Transference of bilinear multipliers on Lorentz spaces", Illinois J. Math, 47(4), pp.1327~1343 (2005)
- O. Blasco, "Notes on the spaces of bilinear multipliers", Rev. Un. Mat. Argentina, 50(2), pp.23~37 (2009)
- R. R. Coifman, "Commutateurs d'integrales singulieres et operateurs multilineaires", Ann. Inst. Fourier (Grenoble), 28(3), pp.177~202 (1978)
- I. Daubechies, "Ten Lectures on Wavelets" (1992), CBMS-NSF, SIAM
- C. Gasquet, "Fourier Analysis and Applications" (1999), Springer
- J. Gilbert, "Boundedness of bilinear operators with non-smooth symbols", Math. Res. Lett, 7, pp.767~778 (2000)
- J. Gilbert, "Bilinear operators with non-smooths", J. Fourier Anal. Appl., 7, pp.437~469 (2001)
- L. Grafakos, "Some remarks on multilinear maps and interpolation", Math. Annalen, 319, pp.151~180 (2001)
- C. E. Kening, "Multilinear estimates and fractional integration", Math. Res. Ltt, 6, pp.1~15 (1999)
- O. Kulak, "On function spaces with wavelet transform in L pω(Rd × R+)", Hacettepe Journal of Mathematics and Statistics, 40(2), pp.163~177 (2011)
- O. Kulak, "Bilinear multipliers of weighted Lebesgue spaces and variable exponent Lebesgue spaces", Journal of Inequalities and Applications, 259(2013), pp.1~21 (2013)
- O. Kulak, "Bilinear multipliers of weighted Wiener amalgam spaces and variable exponent Wiener amalgam spaces", Journal of Inequalities and Applications, 476(2014), pp.1~23 (2014)
- M. T. Lacey, "Lp estimates on the bilinear Hilbert transform for 2 <p < 1", Ann. of Math., 146(2), pp.693~724 (1997)
- M. T. Lacey, "On the bilinear Hilbert transform", Doc. Math, 2(Extra), pp.647~656 (1998)
- M. T. Lacey, "On Calderon's conjecture", Ann. Math., 149(2), pp.475~496 (1999)
- Ondelettes et Operateurs. III. Operateurs Multilineaires, "Y. Meyer", Actualites Mathematiques, ~ (1991)
- W. Rudin, "Fourier Analysis on Groups" (1962), Interscience
- A. Theolis, "Computational Signal Processing withWavelet" (1998), Birkhauser
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