Add to ORKGAbstract. Let m ∈ N and a1,..., am be real numbers such that for each i, ai 6 = 0 and ai 6 = aj if i 6 = j. In this paper we study integral operators of the form Tf (x) = k1 (x − a1y) · · · km (x − amy) f (y) dy
We consider homogeneous singular kernels, whose angular part is bounded, but need not have any conti...
Let 1 0. Moser’s Inequality states that there is a constant C p such that s u p a ≤ 1 s u p f ∈ B p...
Let 1 0. Moser’s Inequality states that there is a constant C p such that s u p a ≤ 1 s u p f ∈ B p...
In this paper we study integral operators with kernels K(x, y) = k1(x − A1y)...km(x − Amy), ki(x) = ...
In this paper we study integral operators with kernels $$K(x,y) = k_1 (x - A_1 y) \cdots k_m \left( ...
Abstract. Inequalities of the formkuK f kq 6C(kr f kp +kvH f kp) , f > 0,are considered, where K ...
Abstract. Inequalities of the formkuK f kq 6C(kr f kp +kvH f kp) , f > 0,are considered, where K ...
Abstract. Inequalities of the formkuK f kq 6C(kr f kp +kvH f kp) , f > 0,are considered, where K ...
In this paper, we study integral operators of the form, where Ai are certain invertible matrices, αi...
By introducing an integral operator, a norm with a weight function, and two pairs of conjugate expon...
In this paper we study inequalities with weights for fractional operators Tαgiven by convolution wit...
Inequalities of the form |u K f|q ≤ C(|ρf|p+|vHf|p), f ≥ 0, are considered, where K is an integral o...
Abstract: We consider the problem of extending weighted inequalities for a singular integral operato...
Abstract Let K(x1,…,xn) $K(x_{1},\ldots,x_{n})$ satisfy K(x1,…,txi,…,xn)=tλλiK(t−λiλ1x1,…,xi,…,t−λiλ...
For a Calderón-Zygmund singular integral operator T, we show that the following weighted inequality ...
We consider homogeneous singular kernels, whose angular part is bounded, but need not have any conti...
Let 1 0. Moser’s Inequality states that there is a constant C p such that s u p a ≤ 1 s u p f ∈ B p...
Let 1 0. Moser’s Inequality states that there is a constant C p such that s u p a ≤ 1 s u p f ∈ B p...
In this paper we study integral operators with kernels K(x, y) = k1(x − A1y)...km(x − Amy), ki(x) = ...
In this paper we study integral operators with kernels $$K(x,y) = k_1 (x - A_1 y) \cdots k_m \left( ...
Abstract. Inequalities of the formkuK f kq 6C(kr f kp +kvH f kp) , f > 0,are considered, where K ...
Abstract. Inequalities of the formkuK f kq 6C(kr f kp +kvH f kp) , f > 0,are considered, where K ...
Abstract. Inequalities of the formkuK f kq 6C(kr f kp +kvH f kp) , f > 0,are considered, where K ...
In this paper, we study integral operators of the form, where Ai are certain invertible matrices, αi...
By introducing an integral operator, a norm with a weight function, and two pairs of conjugate expon...
In this paper we study inequalities with weights for fractional operators Tαgiven by convolution wit...
Inequalities of the form |u K f|q ≤ C(|ρf|p+|vHf|p), f ≥ 0, are considered, where K is an integral o...
Abstract: We consider the problem of extending weighted inequalities for a singular integral operato...
Abstract Let K(x1,…,xn) $K(x_{1},\ldots,x_{n})$ satisfy K(x1,…,txi,…,xn)=tλλiK(t−λiλ1x1,…,xi,…,t−λiλ...
For a Calderón-Zygmund singular integral operator T, we show that the following weighted inequality ...
We consider homogeneous singular kernels, whose angular part is bounded, but need not have any conti...
Let 1 0. Moser’s Inequality states that there is a constant C p such that s u p a ≤ 1 s u p f ∈ B p...
Let 1 0. Moser’s Inequality states that there is a constant C p such that s u p a ≤ 1 s u p f ∈ B p...