J. Nahas

activity

20102013

most citedOn the persistence properties of solutions of nonlinear dispersive equations in weighted Sobolev spaces

8 citations · 9 across the 6 of their papers we have counts for

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math.AP2010

Scattering of Wave Maps from $R^{2 + 1}$ to general targets

Joules Nahas

We show that smooth, radially symmetric wave maps $U$ from $R^{2 + 1}$ to a compact target manifold $N$ , where $\partial_{r} U$ and $\partial_{t} U$ have compact support for any…

math.AP2010★ 8 cited

On the persistence properties of solutions of nonlinear dispersive equations in weighted Sobolev spaces

Joules Nahas, Gustavo Ponce

We study persistence properties of solutions to some canonical dispersive models, namely the semi-linear Schrödinger equation, the $k$ -generalized Korteweg-de Vries equation and th…

math.AP2010★ 1 cited

A decay property of solutions to the k-generalized KdV equation

Joules Nahas

We use a Leibnitz rule type inequality for fractional derivatives to prove conditions under which a solution $u (x, t)$ of the k-generalized KdV equation is in the space $L^2(|x|^{2s…

Scattering of Wave Maps from R2+1 to general targets

On the persistence properties of solutions of nonlinear dispersive equations in weighted Sobolev spaces

A decay property of solutions to the k-generalized KdV equation

Scattering of Wave Maps from $R^{2 + 1}$ to general targets