ALL THE ARTICLES LISTED BELOW WERE WRITTEN WITH THE SUPPORT OF THE NATIONAL
SCIENCE FOUNDATION.
Distribution of resonances for spherical black holes. Joint work with
Maciej Zworski.
Math. Res. Letters. 4, (1997), 103-121.
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Lower bounds for the number of resonances in even dimensional potential
scattering.
Journal of Functional Analysis, 169, 314-323 (1999).
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Determining asymptotics of magnetic fields from fixed energy scattering
data. Joint work with Mark Joshi.
Asymptotic Analysis. 21 (1999) 61-70
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Existence of resonances in even dimensional potential scattering.
Joint work with Siu-Hung Tang.
Comm. in P.D.E 25 (5 & 6), 1143-1151 (2000)
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Inverse scattering on asymptotically hyperbolic manifolds. Joint work with
Mark Joshi.
Acta Mathematica, 184, 41-86, (2000).
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The wave group on asymptotically hyperbolic manifolds. Joint work with
Mark Joshi.
J. Func. Anal. 184, 291-312 (2001).
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The wave group and radiation fields on asymptotically hyperbolic
manifolds.
Séminaire Equations Aux Dérivées Partielles,
Ecole Polytechnique. Exposé no. XXIII, (2000).
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Remarks on the distribution of resonances in odd dimensional Euclidean
scattering.
Asymptotic Analysis. 27, No. 2, 161-170, (2001).
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Radiation fields on asymptotically Euclidean
manifolds.
Comm. in P.D.E Vol 28, no. 9 and 10, 1661-1673,
2003.
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Radiation fields on asymptotically Euclidean
manifolds.
Lecture given at PASI-2003, Santiago, Chile.
To appear in Contemp. Math.
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Introdução às transformadas de Radon.
Notes of five lectures given at the
Symposium on Spectral and Scattering Theory
Recife, Brazil, August 11 to 15 , 2003.
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The radiation field is a Fourier integral operator. Joint work with
Jared Wunsch.
Ann. Inst. Fourier (Grenoble), Vol 55, No. 1, 213-227, (2005).
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Radiation fields, scattering and inverse scattering on asymptotically
hyperbolic manifolds.
Duke Math. Journal Vol 129, No. 3, 407-480, 2005.
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Scattering and inverse scattering on ach manifolds (preprint).
Joint work with Colin Guillarmou.
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