Let A be a linear operator in a Banach space X. We define a subspace of X and a norm such that the part of A in such subspace generates an (a, k)-regularized resolvent family. This space is maximal-unique in a suitable sense and nontrivial, under certain conditions on the kernels a and k
Abstract. In this paper we prove that the maximal Lp-regularity property on the interval (0, T), T&g...
We study bounded linear regularity of finite sets of closed subspaces in a Hilbert space. In particu...
Regularization methods aimed at finding stable approximate solutions are a necessary tool to tackle ...
Let A be a linear operator in a Banach space X. We define a subspace of X and a norm such that the p...
Abstract. We give a negative solution to the problem of the Lp-maximal regularity on various classes...
In the last decades, a lot of progress has been made on the subject of maximal regularity. The prope...
This paper is about certain linear subspaces of Banach SN spaces (that is to say Banach spaces which...
This paper is about certain linear subspaces of Banach SN spaces (that is to say Banach spaces which...
Let X be a Banach space and let A be a closed linear operator on X. It is shown that the abstract Ca...
Abstract. We investigate the problem of Lp-maximal regularity on Ba-nach spaces having a Schauder ba...
Abstract. For a maximal monotone operator T in a Banach space an iterative solution of 0 ∈ Tx has be...
This short text contains joint comments on two papers. For sim-plicity, the paper “A solution to the...
Having as start point the classic definitions of resolvent set and spectrum of a linear bounded ope...
Let E be a Banach space. For each x ∗ in the dual space E∗, we consider convergence of regularized s...
Let D, X be two Banach spaces such that D is continuously embedded in X and let {A(t)} be a family o...
Abstract. In this paper we prove that the maximal Lp-regularity property on the interval (0, T), T&g...
We study bounded linear regularity of finite sets of closed subspaces in a Hilbert space. In particu...
Regularization methods aimed at finding stable approximate solutions are a necessary tool to tackle ...
Let A be a linear operator in a Banach space X. We define a subspace of X and a norm such that the p...
Abstract. We give a negative solution to the problem of the Lp-maximal regularity on various classes...
In the last decades, a lot of progress has been made on the subject of maximal regularity. The prope...
This paper is about certain linear subspaces of Banach SN spaces (that is to say Banach spaces which...
This paper is about certain linear subspaces of Banach SN spaces (that is to say Banach spaces which...
Let X be a Banach space and let A be a closed linear operator on X. It is shown that the abstract Ca...
Abstract. We investigate the problem of Lp-maximal regularity on Ba-nach spaces having a Schauder ba...
Abstract. For a maximal monotone operator T in a Banach space an iterative solution of 0 ∈ Tx has be...
This short text contains joint comments on two papers. For sim-plicity, the paper “A solution to the...
Having as start point the classic definitions of resolvent set and spectrum of a linear bounded ope...
Let E be a Banach space. For each x ∗ in the dual space E∗, we consider convergence of regularized s...
Let D, X be two Banach spaces such that D is continuously embedded in X and let {A(t)} be a family o...
Abstract. In this paper we prove that the maximal Lp-regularity property on the interval (0, T), T&g...
We study bounded linear regularity of finite sets of closed subspaces in a Hilbert space. In particu...
Regularization methods aimed at finding stable approximate solutions are a necessary tool to tackle ...
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