Add to ORKGAbstract. The existence, uniqueness, regularity and asymptotic behavior of global solutions of semilinear heat equations in Hilbert spaces are studied by developing new results in the theory of one-parameter strongly continu-ous semigroups of bounded linear operators. Applications to special semi-linear heat equations in L2(Rn) governed by pseudo-differential operators are given. 1
infinite dimensions, Lévy heat equation. New results on analytical properties of the Lévy–Laplace ...
We establish non-existence results for the Cauchy problem of some semilinear heat equations with non...
We establish non-existence results for the Cauchy problem of some semilinear heat equations with non...
Abstract. The existence, uniqueness, regularity and asymptotic behavior of global solutions of semil...
The main purpose of this paper is to obtain the existence of global solutions to semilinear integro-...
This paper extends the theory of regular solutions (C1 in a suitable sense) for a class of semilinea...
This paper extends the theory of regular solutions (C1 in a suitable sense) for a class of semilinea...
This paper extends the theory of regular solutions (C1 in a suitable sense) for a class of semilinea...
This paper extends the theory of regular solutions (C1 in a suitable sense) for a class of semilinea...
AbstractWe prove the global existence (in time) for any solution of an abstract semilinear evolution...
International audienceIn this paper we study the Cauchy problem for the semilinear heat and Schrödin...
AbstractIt is well known nowadays that a rather general semilinear parabolic equation, governed in a...
The problem of obtaining necessary and sufficient conditions for local existence of non-negative sol...
The problem of obtaining necessary and sufficient conditions for local existence of non-negative sol...
AbstractWe consider semilinear parabolic systems ut + Au + f(u) = g, u(0) = u0, −A being the generat...
infinite dimensions, Lévy heat equation. New results on analytical properties of the Lévy–Laplace ...
We establish non-existence results for the Cauchy problem of some semilinear heat equations with non...
We establish non-existence results for the Cauchy problem of some semilinear heat equations with non...
Abstract. The existence, uniqueness, regularity and asymptotic behavior of global solutions of semil...
The main purpose of this paper is to obtain the existence of global solutions to semilinear integro-...
This paper extends the theory of regular solutions (C1 in a suitable sense) for a class of semilinea...
This paper extends the theory of regular solutions (C1 in a suitable sense) for a class of semilinea...
This paper extends the theory of regular solutions (C1 in a suitable sense) for a class of semilinea...
This paper extends the theory of regular solutions (C1 in a suitable sense) for a class of semilinea...
AbstractWe prove the global existence (in time) for any solution of an abstract semilinear evolution...
International audienceIn this paper we study the Cauchy problem for the semilinear heat and Schrödin...
AbstractIt is well known nowadays that a rather general semilinear parabolic equation, governed in a...
The problem of obtaining necessary and sufficient conditions for local existence of non-negative sol...
The problem of obtaining necessary and sufficient conditions for local existence of non-negative sol...
AbstractWe consider semilinear parabolic systems ut + Au + f(u) = g, u(0) = u0, −A being the generat...
infinite dimensions, Lévy heat equation. New results on analytical properties of the Lévy–Laplace ...
We establish non-existence results for the Cauchy problem of some semilinear heat equations with non...
We establish non-existence results for the Cauchy problem of some semilinear heat equations with non...