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Morrey potentials from Campanato classes
ANNALI SCUOLA NORMALE SUPERIORE - CLASSE DI SCIENZE, 2018This paper shows that under 8 >>>>>>>< >>>>>>>: 0 < , n; 1 < n; 1 p, q < 1; p 1(n ) < ↵ < min n, 1+ p 1 ; = p 1q( ↵p) + n < 8 >< >: + " 8 " > 0 as ↵ 1 p < 1 + " 8 " > 0 as 1 < p < ↵ 1 + (n )(n ↵ ) n ↵ as 1 ...
Liguang Liu, J. Xiao
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The Kontorovich - Lebedev Transformation on Sobolev Type Spaces
Sarajevo Journal of MathematicsThe Kontorovich-Lebedev transformation $$(KLf)(x)=\int_0^\inftyK_{i\tau}(x)f(\tau)d\tau, \;\, x \in {\mathbf R}_+$$ is consideredas an operator, which maps the weighted space $L_p(\mathbf R_+;$$\omega(\tau)d\tau), \;\, 2 \le p \le \infty$ into the ...
S. Yakubovich
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Sarajevo Journal of Mathematics
The $\left( L^{p} ,L^{q} \right) $ boundedness of the potential-type integrals associated to non-doubling measures are investigated. 1991 Mathematics Subject Classification.
M. G. Hajibayov
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The $\left( L^{p} ,L^{q} \right) $ boundedness of the potential-type integrals associated to non-doubling measures are investigated. 1991 Mathematics Subject Classification.
M. G. Hajibayov
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Equivalence of K-functionals and modulus of smoothness generated by the q-Dunkl operator
International Journal of Mathematical Analysis, 2019On this paper, we study the equivalence between K-functionals and modulus of smoothness tied to a q-Dunkl operator.
S. Rebhi
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Regularity of the Fractional Maximal Function
, 2003J. Kinnunen, E. Saksman
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Gagliardo–Nirenberg Inequalities with a BMO Term
, 2006Pawel Strzelecki
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On Function Spaces of Variable Order of Differentiation
, 1991Hans-Gerd Leopold
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