AbstractThe Sp-norm of a Hankel operator equals a constant times a certain Lp-norm of the first difference of the symbol, if p = 2, 4, or 6, but not for any other p. The result extends to big Hankel operators on Bergman spaces
International audienceHankel operators with anti-holomorphic symbols are studied for a large class o...
This paper considers basic properties of super-operator norms induced by Schatten p-norms. Such supe...
AbstractWe give an interpolation-free proof of the known fact that a dyadic paraproduct is of Schatt...
AbstractThe Sp-norm of a Hankel operator equals a constant times a certain Lp-norm of the first diff...
AbstractWe investigate the Lp(0,∞)−Lq(0,∞) mapping properties of the operatorsLν,μαf(y)=yμ∫0∞(xy)νf(...
unit ball that generalize the classical (big) Hankel operator. For such operators we prove boundedne...
We completely characterize the simultaneous membership in the Schatten ideals $S_{p,} 0 < p < \infty...
AbstractWe formulate the solution of the equation ∂k + 1F = f with minimum L2 norm and characterize ...
We introduce a sequence of Hankel style operators H(k), k = 1, 2, 3,..., which act on the Bergman sp...
We introduce some operators on the Bergman space A2 on the unit ball that generalize the classical (...
In this paper, we investigate some operator inequalities for the p-Schatten norm and obtain some oth...
We obtain a sharp norm estimate for Hankel operators with anti-analytic symbol for weighted Bergman ...
We present here some criteria for Schatten-Von Neumann class membership for the small Hankel operato...
Given an n×d matrix A, its Schatten-p norm, p >= 1, is defined as |A|_p = (sum_{i=1}^rank(A) sigma(i...
AbstractA criterion for a certain class of integral operators to belong to Schatten-von Neumann symm...
International audienceHankel operators with anti-holomorphic symbols are studied for a large class o...
This paper considers basic properties of super-operator norms induced by Schatten p-norms. Such supe...
AbstractWe give an interpolation-free proof of the known fact that a dyadic paraproduct is of Schatt...
AbstractThe Sp-norm of a Hankel operator equals a constant times a certain Lp-norm of the first diff...
AbstractWe investigate the Lp(0,∞)−Lq(0,∞) mapping properties of the operatorsLν,μαf(y)=yμ∫0∞(xy)νf(...
unit ball that generalize the classical (big) Hankel operator. For such operators we prove boundedne...
We completely characterize the simultaneous membership in the Schatten ideals $S_{p,} 0 < p < \infty...
AbstractWe formulate the solution of the equation ∂k + 1F = f with minimum L2 norm and characterize ...
We introduce a sequence of Hankel style operators H(k), k = 1, 2, 3,..., which act on the Bergman sp...
We introduce some operators on the Bergman space A2 on the unit ball that generalize the classical (...
In this paper, we investigate some operator inequalities for the p-Schatten norm and obtain some oth...
We obtain a sharp norm estimate for Hankel operators with anti-analytic symbol for weighted Bergman ...
We present here some criteria for Schatten-Von Neumann class membership for the small Hankel operato...
Given an n×d matrix A, its Schatten-p norm, p >= 1, is defined as |A|_p = (sum_{i=1}^rank(A) sigma(i...
AbstractA criterion for a certain class of integral operators to belong to Schatten-von Neumann symm...
International audienceHankel operators with anti-holomorphic symbols are studied for a large class o...
This paper considers basic properties of super-operator norms induced by Schatten p-norms. Such supe...
AbstractWe give an interpolation-free proof of the known fact that a dyadic paraproduct is of Schatt...
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