Publications:
Preprints:
- J.-P.
Anker, V. Pierfelice, The
nonlinear Schroedinger equation on real hyperbolic spaces
- P.
Gérard, V. Pierfelice,
Nonlinear
Schroedinger equation
on four-dimensional compact manifolds
Revues
à comité de lecture:
- V.
Pierfelice, Weighted
Strichartz estimates for the Schroedinger and wave equations on
Damek-Ricci spaces, Math. Z., sous
presse
- V. Pierfelice, Decay estimates
for the wave equation with
a small potential, NoDEA, Nonlinear Differential
Equations
Appl.,13(2007)no.5-6, 511-530
- V. Pierfelice, Weighted
Strichartz estimates for the radial Schroedinger equation on the
hyperbolic space, Manuscripta Math., 120(2006),
no.4, 377-389
- V. Pierfelice,
Strichartz
estimates for the Schroedinger and heat equations perturbed with
singular and time dependent potentials, Asymptot. Anal., 47(2006),
no.1-2, 1-18
- P.
D'Ancona, V. Pierfelice et A. Teta,
Dispersive
estimates for the
Schroedinger equation with point interaction, Math. Methods Appl.
Sci., 29(2006), no.3, 309-323
- P.
D'Ancona, V. Pierfelice et N. Visciglia,
Some
remarks on the
Schroedinger equation with a potential in $L^r_t L^s_x$, Math.
Ann., 333(2005), no.2, 271-290
- P.
D'Ancona, V. Pierfelice, On
the wave equation with a large rough potential, J.
funct. Anal., 227(2005)no.1, 30-77
Actes de
Conférences :
- V. Pierfelice, Kelvin
Transform and weighted
Strichartz estimates, Applications of
Mathematics
in engineering and economics, 114-119, Bulvest 2000,
2004
- P.
D'Ancona, V. Pierfelice, Dispersive
estimates for the
wave equation with a rough potential, Colloque
Franco-Tunisien d'EDP " (Hammamet, Tunisie, 16-21
Septembre 2003)
Thèse de Doctorat :
Thèse de Mathématiques soutenue à
l'Université de Pisa, sous la direction de
Vladimir Georgiev,
intitulée Dispersive
equations on manifolds.
Curriculum vitae: CV
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