Add to ORKGAbstract. We consider the Cauchy problem for some semi-linear wave equations in three space dimensions and prove global or almost global existence of the Klainerman-Machedon radial solutions. The proof is carried out by a contraction-mapping argument based on a refined version of the Keel-Smith-Sogge estimate, together with the Morawetz-type inequality. 1
This work establishes an almost global existence result for systems of semilinear wave equations in ...
Abstract. We study the long time existence of solutions to semilinear wave equations of the form u =...
In the present article a, semilinear scale-invariant wave equation with damping and mass is consider...
We consider the Cauchy problem for some semi-linear wave equations in three space dimensions and pro...
We consider the Cauchy problem for some semi-linear wave equations in three space dimensions and pro...
We shall give a new proof of temporally global existence of small solutions for sys-tems of semi-lin...
We give a new proof of the global existence theorem of Klainerman for the Cauchy problem of quasi-li...
We shall give a new proof of temporally global existence of small solutions for systems of semi-line...
We give a new proof of the global existence theorem of Klainerman for the Cauchy problem of quasi-li...
AbstractIn this paper, we investigate the initial value problem for a semi-linear wave equation in n...
Abstract. We prove that a certain class of semilinear wave equations has global solutions if the ini...
We give a new, elementary proof of the global or almost global existence theorem of S. Klainerman. O...
We consider the quadratically semilinear wave equation on R^d, d>=3, equipped with a Riemannian metr...
We consider quasilinear wave equations in $(1+3)$-dimensions where the nonlinearity $F(u,u',u")$ is ...
AbstractThe final open part of Straussʼ conjecture on semilinear wave equations was the blow-up theo...
This work establishes an almost global existence result for systems of semilinear wave equations in ...
Abstract. We study the long time existence of solutions to semilinear wave equations of the form u =...
In the present article a, semilinear scale-invariant wave equation with damping and mass is consider...
We consider the Cauchy problem for some semi-linear wave equations in three space dimensions and pro...
We consider the Cauchy problem for some semi-linear wave equations in three space dimensions and pro...
We shall give a new proof of temporally global existence of small solutions for sys-tems of semi-lin...
We give a new proof of the global existence theorem of Klainerman for the Cauchy problem of quasi-li...
We shall give a new proof of temporally global existence of small solutions for systems of semi-line...
We give a new proof of the global existence theorem of Klainerman for the Cauchy problem of quasi-li...
AbstractIn this paper, we investigate the initial value problem for a semi-linear wave equation in n...
Abstract. We prove that a certain class of semilinear wave equations has global solutions if the ini...
We give a new, elementary proof of the global or almost global existence theorem of S. Klainerman. O...
We consider the quadratically semilinear wave equation on R^d, d>=3, equipped with a Riemannian metr...
We consider quasilinear wave equations in $(1+3)$-dimensions where the nonlinearity $F(u,u',u")$ is ...
AbstractThe final open part of Straussʼ conjecture on semilinear wave equations was the blow-up theo...
This work establishes an almost global existence result for systems of semilinear wave equations in ...
Abstract. We study the long time existence of solutions to semilinear wave equations of the form u =...
In the present article a, semilinear scale-invariant wave equation with damping and mass is consider...