AbstractA one-to-one correspondence is established between Fourier transforms of ultradistribution semigroups in the sense of Beurling and some class of pseudoresolvents characterized by conditions concerning their domains of existence and growth
In this paper we consider the heat semigroup $\{W_t\}_{t>0}$ defined by the combinatorial Laplacian ...
We introduce a new Banach algebra ${\mathcal A}({\mathbb C}_+)$ of bounded analytic functions on ${\...
International audienceThis paper provides sharp lower estimates near the origin for the functional c...
AbstractA space of pseudoquotients is introduced that is shown to be isomorphic to the space of temp...
AbstractA one-to-one correspondence is established between Fourier transforms of ultradistribution s...
Let X be a closed linear subspace of the Lebesgue space L^p(Omega ; mu); let -A be an invertible lin...
Let X be a closed linear subspace of the Lebesgue space L^p(Omega ; mu); let -A be an invertible lin...
In this paper we characterize the Banach lattices with the Hardy-Littlewood property by using maxima...
AbstractIn this paper we study homomorphisms from the convolution algebraL1(R+) into certain Banach ...
In this paper we prove that the generalized (in the sense of Caffarelli and Calder\'on) maximal oper...
AbstractIt is shown that Bp′,1/k˜loc(Ω) is isomorphic to (Bp,kc(Ω))b′ (Ω open set in Rn, 1⩽p<∞, k Be...
We characterize the L^1(E,μ_∞)-spectrum of the Ornstein–Uhlenbeck operator Lf(x) = (1/2)TrQD^(2) + ...
AbstractHere we present Hilbert–Pachpatte-type general Lp inequalities regarding semigroups, cosine ...
We characterize the L^1(E,μ_∞)-spectrum of the Ornstein–Uhlenbeck operator Lf(x) = (1/2)TrQD^(2) + ...
22 pages, 1 figure. Significant revision following referee's comments. To appear in Integral Equatio...
In this paper we consider the heat semigroup $\{W_t\}_{t>0}$ defined by the combinatorial Laplacian ...
We introduce a new Banach algebra ${\mathcal A}({\mathbb C}_+)$ of bounded analytic functions on ${\...
International audienceThis paper provides sharp lower estimates near the origin for the functional c...
AbstractA space of pseudoquotients is introduced that is shown to be isomorphic to the space of temp...
AbstractA one-to-one correspondence is established between Fourier transforms of ultradistribution s...
Let X be a closed linear subspace of the Lebesgue space L^p(Omega ; mu); let -A be an invertible lin...
Let X be a closed linear subspace of the Lebesgue space L^p(Omega ; mu); let -A be an invertible lin...
In this paper we characterize the Banach lattices with the Hardy-Littlewood property by using maxima...
AbstractIn this paper we study homomorphisms from the convolution algebraL1(R+) into certain Banach ...
In this paper we prove that the generalized (in the sense of Caffarelli and Calder\'on) maximal oper...
AbstractIt is shown that Bp′,1/k˜loc(Ω) is isomorphic to (Bp,kc(Ω))b′ (Ω open set in Rn, 1⩽p<∞, k Be...
We characterize the L^1(E,μ_∞)-spectrum of the Ornstein–Uhlenbeck operator Lf(x) = (1/2)TrQD^(2) + ...
AbstractHere we present Hilbert–Pachpatte-type general Lp inequalities regarding semigroups, cosine ...
We characterize the L^1(E,μ_∞)-spectrum of the Ornstein–Uhlenbeck operator Lf(x) = (1/2)TrQD^(2) + ...
22 pages, 1 figure. Significant revision following referee's comments. To appear in Integral Equatio...
In this paper we consider the heat semigroup $\{W_t\}_{t>0}$ defined by the combinatorial Laplacian ...
We introduce a new Banach algebra ${\mathcal A}({\mathbb C}_+)$ of bounded analytic functions on ${\...
International audienceThis paper provides sharp lower estimates near the origin for the functional c...
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