44A35

Articles containing subject class 44A35:

JMI-02-06 » Weighted Lp-norm inequalities in convolutions and their applications (03/2008)
JMI-02-07 » Reverse weighted Lp-norm inequalities and their applications (03/2008)
MIA-11-39 » On some convolution norm inequalities in weighted Lp(ℝn,ρ) spaces and their applications (07/2008)
JMI-02-38 » Meda inequality for rearrangements of the B-convolutions and some applications (12/2008)
MIA-12-06 » On some reverse weighted Lp(ℝn)-norm inequalities in convolutions and their applications (01/2009)
MIA-12-37 » Fundamental iterated convolution inequalities in weighted Lp spaces and their applications (07/2009)
MIA-15-62 » New convolutions and norm inequalities (07/2012)
JMI-06-34 » Integrability theorems for Fourier-Jacobi transforms (09/2012)
MIA-16-28 » Uncertainty principle inequalities related to Laguerre-Bessel transform (04/2013)
MIA-17-90 » Convolution inequalities in weighted Lorentz spaces (10/2014)
MIA-18-109 » Hartley-Fourier cosine generalized convolution inequalities (10/2015)
MIA-19-78 » Inequalities for the Hartley-Fourier cosine polyconvolution (07/2016)
MIA-20-13 » Convolution inequalities in weighted Lorentz spaces: case 0<q<1 (01/2017)
OaM-11-70 » Shapiro's uncertainty principle related to the windowed Fourier transform associated with the Riemann-Liouville operator (12/2017)
MIA-21-45 » On the reverse convolution inequalities for the Kontorovich-Lebedev, Fourier cosine transforms and applications (07/2018)
FDC-08-16 » Generalized almost automorphic and generalized asymptotically almost automorphic solutions of abstract Volterra integro-differential inclusions (12/2018)
MIA-22-15 » Fourier cosine-Laplace generalized convolution inequalities and applications (01/2019)
OaM-13-03 » Orthonormal sequences and time frequency localization related to the Riemann-Liouville operator (03/2019)
MIA-22-49 » New convolutions weighted by Hermite functions and their applications (04/2019)
JCA-16-08 » New convolutions associated with the Mellin transform and their applications in integral equations (04/2020)