AbstractIn this note we consider inequalities of the form ∥Ax∥ω,q⩽λ∥Bx∥v,p, where A and B are matrices or integral operators, x decreasing sequence or function and ω and v are weights. Obtained results are generalizations of results of G. Bennett [Linear Algebra Appl. 82 (1986) 81] and P.E. Renaud [Bull. Aust. Math. Soc. 34 (1986) 225]
Suppose (pn)n≤o is a non-increasing sequence of non-negative numbers with p0 = 1, Pn = ∑j=0n pj, n =...
We prove weighted norm inequalities with Muckenhoupt’s Ap-weights, for a wide class of oscillatory i...
We prove weighted norm inequalities with Muckenhoupt’s Ap-weights, for a wide class of oscillatory i...
Abstract. A generalization is obtained for a non-negative weight function w for which there is a non...
We present some results concerning the lp norms of weighted mean matrices. These results can be rega...
We give a condition on weighted mean matrices so that their lp norms are determined on decreasing s...
AbstractFor bounded Lebesgue measurable functionsα,βon the unit circle,Sα,β=αP++βP−is called a singu...
Abstract: We consider the problem of extending weighted inequalities for a singular integral operato...
We examine the dependence on the A p norm of w of the operator norms of singular integrals, maxima...
We examine the dependence on the A p norm of w of the operator norms of singular integrals, maxima...
Weight estimates for norms of operators with two variable limits of integration are presented. Given...
We examine the dependence on the A p norm of w of the operator norms of singular integrals, maxima...
We prove weighted norm inequalities with Muckenhoupt’s Ap-weights, for a wide class of oscillatory i...
Suppose (pn)n≤o is a non-increasing sequence of non-negative numbers with p0 = 1, Pn = ∑j=0n pj, n =...
We prove weighted norm inequalities with Muckenhoupt’s Ap-weights, for a wide class of oscillatory i...
Suppose (pn)n≤o is a non-increasing sequence of non-negative numbers with p0 = 1, Pn = ∑j=0n pj, n =...
We prove weighted norm inequalities with Muckenhoupt’s Ap-weights, for a wide class of oscillatory i...
We prove weighted norm inequalities with Muckenhoupt’s Ap-weights, for a wide class of oscillatory i...
Abstract. A generalization is obtained for a non-negative weight function w for which there is a non...
We present some results concerning the lp norms of weighted mean matrices. These results can be rega...
We give a condition on weighted mean matrices so that their lp norms are determined on decreasing s...
AbstractFor bounded Lebesgue measurable functionsα,βon the unit circle,Sα,β=αP++βP−is called a singu...
Abstract: We consider the problem of extending weighted inequalities for a singular integral operato...
We examine the dependence on the A p norm of w of the operator norms of singular integrals, maxima...
We examine the dependence on the A p norm of w of the operator norms of singular integrals, maxima...
Weight estimates for norms of operators with two variable limits of integration are presented. Given...
We examine the dependence on the A p norm of w of the operator norms of singular integrals, maxima...
We prove weighted norm inequalities with Muckenhoupt’s Ap-weights, for a wide class of oscillatory i...
Suppose (pn)n≤o is a non-increasing sequence of non-negative numbers with p0 = 1, Pn = ∑j=0n pj, n =...
We prove weighted norm inequalities with Muckenhoupt’s Ap-weights, for a wide class of oscillatory i...
Suppose (pn)n≤o is a non-increasing sequence of non-negative numbers with p0 = 1, Pn = ∑j=0n pj, n =...
We prove weighted norm inequalities with Muckenhoupt’s Ap-weights, for a wide class of oscillatory i...
We prove weighted norm inequalities with Muckenhoupt’s Ap-weights, for a wide class of oscillatory i...
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