 About 3,220 results  books.google.com A survey of an important branch of harmonic ana;lysis, reporting findings published in scattered journals (many of them Russian) or not at all. 

 books.google.com STEPHEN J. MONTGOMERYSMITH* Department of Mathematics, University of
Missouri, Columbia, Missouri 65211 ABSTRACT OrliczLorentz spaces provide a
common generalization of Orlicz spaces and Lorentz spaces. In this paper, we ... 

 books.google.com The proof utilizes some combinatorial and probabilistic inequalities [84,85] which
have also been used to compute projection constants for finitedimensional Orlicz
and Lorentz spaces [84]. Hernandez and Ruiz [65] proved that, for 0 < p < q ... 

 books.google.com We apply a decomposition technique introduced in [5] to give a variety of
characterizations of the Orlicz space Lexptr and the Orlicz–Lorentz spaces Lexptr
,tr . Our results extend and unify classical results and those found in [5]. We apply
the ... 

 books.google.com A twicedifferentiable real function / : D — » R is called harmonic on D if its
Laplacian Af = + vanishes on D. • Orlicz metric Let M{u) ... Let G be a bounded
closed set in W. The OrliczLorentz space Lw m(G) is the set of all Lebesgue
measurable ... 

 books.google.com OrliczLorentz metric Let w :(0, oo) = (0, oo) be a nonincreasing function. Let M : [
0, oo) → [0, oo) be a nondecreasing and convex function with M(0) = 0. Let G be
a bounded closed set in R". The Orlicz–Lorentz space Lw.M (G) is the set of all ... 

 books.google.com Geometric properties of symmetric spaces with applications to OrliczLorentz
spaces. Positivity, 2(1998), 311I337. [8] N. Dunford, J .T. Schwarts. Convergence
almost everywhere of operator averages. J. Rat. Mech. Anal., 5(1956), 129I178. 

 books.google.com Fifth Conference on Function Spaces, May 1620, 2006, Southern Illinois
University, Edwardsville, Illinois Krzysztof Jarosz ... [8] A. Kamiriska and Y.
Raynaud, Isomorphic fsubspaces in Orlicz Lorentz sequence spaces, Proc.
Amer. Math. Soc. 

 books.google.com [8] A. Cianchi, A sharp embedding theorem for OrliczSobolev spaces, Indiana
Univ. ... [13] D.E. Edmunds, P. Gurka, and B. Opic, Double exponential
integrability of convolution operators in generalized LorentzZygmund spaces,
Indiana Univ. 

 books.google.com The notion of dominance conies into play in the description of inclusion relations
between Orlicz spaces. ... (2.7) t^oo log t The Lorentz space Lp,q(7V), with p,q G [
1, oo], is the collection of all measurable functions / on 1Z making the quantity ... 

 