### Manuscripts (in pdf format):

Propagation of growth and singularities
for Schrödinger operators (Duke Math. J. 98 (1999))

The trace of the generalized harmonic
oscillator (Ann. Inst. Fourier 49 (1999))

Distribution of resonances for
asymptotically euclidean manifolds (with Maciej Zworski,
J. Diff. Geom. 55 (2000))
The FBI transform on compact
manifolds (with Maciej Zworski, Trans. AMS
353 (2001))

Singularities and the wave equation on
conic spaces, (with Richard
Melrose, Proceedings of the Centre for Mathematics and its
Applications, Australian National University, Vol. 39 (2001))

Propagation of singularities for the
wave equation on conic manifolds, (with Richard
Melrose, Inventiones Mathematicae 156 (2004))

A Poisson relation for conic
manifolds, (Math. Res. Lett. 9 (2002))

The Schrödinger propagator for scattering
metrics (with Andrew
Hassell, Annals of Mathematics, 162 (2005))

On the structure of the Schrödinger
propagator (with Andrew
Hassell, in Partial Differential Equations and Inverse
Problems, Contemp. Math.)

The radiation field is a Fourier integral
operator (with Antônio Sá
Barreto, Ann. Inst. Fourier 55 (2005))

A Strichartz inequality for
the Schrödinger equation on non-trapping asymptotically conic
manifolds (with Andrew
Hassell and Terence Tao,
Comm. PDE. 30 (2004))

Sharp Strichartz estimates on
non-trapping asymptotically conic manifolds
(with Andrew Hassell and
Terence Tao, Am. J. Math. 128 (2006))

Absence of super-exponentially decaying
eigenfunctions on Riemannian manifolds with pinched negative curvature,
(with András
Vasy, Math. Res. Lett. 12 (2005))

Spreading of quasimodes in the
Bunimovich stadium,
(with Nicolas Burq and Andrew
Hassell, Proc. AMS 135 (2007))

Spreading of Lagrangian regularity on
rational invariant tori, (Comm. Math. Phys., 279 (2008))

The semiclassical resolvent and the
propagator for nontrapping scattering metrics (with Andrew
Hassell, Adv. Math. 217 (2008).)

Propagation of singularities for the wave equation on edge manifolds (with Richard Melrose, and András Vasy, Duke
Math. J. 144 (2008).)

Semiclassical second microlocal
propagation of regularity and integrable systems (with András Vasy,
J. d'An. Math. 108 (2009).) Note erratum below.

(An erratum to the above
paper, J. d'An. Math. 115 (2011))

Microlocal analysis and evolution equations
(From CMI/ETH 2008 Summer School on Evolution Equations, to appear in
proceedings volume.)

Diffraction of singularities for the wave
equation on manifolds with
corners (with Richard Melrose, and András Vasy,
Astérisque, 351 (2013))

Positive commutators at the bottom
of the spectrum (with András Vasy,
J. Func. Anal. 259 (2010))

Resolvent estimates for normally
hyperbolic trapped sets (with Maciej Zworski,
Ann. Henri Poincaré 12 (2011)).
See also this erratum.

Non-concentration of
quasimodes for integrable systems (Comm. PDE, 37 (2012))

Morawetz estimates for the wave
equation at low frequency (with András Vasy, Math. Ann.,
355 (2013))

Local smoothing for the
Schrödinger equation with a prescribed loss (with Hans Christianson,
Amer. J. Math., 135 (2013))

From resolvent estimates to damped
waves (with Hans Christianson,
Emmanuel
Schenck, András Vasy,
J. d'An. Math. 122 (2014)).

Resolvent estimates with mild
trapping, JournÃ©es EDP, 2012.

Resolvent estimates and local decay
of waves on conic manifolds (with
Dean Baskin),
J. Diff. Geom. 95 (2013).

Strichartz estimates on
exterior polygonal domains (with
Dean Baskin and
Jeremy
Marzuola), Contemp. Math., 630.

Asymptotics of radiation fields
in asymptotically Minkowski space (with
Dean Baskin and
András Vasy),
Am. J. Math., 137 (2015).

The wave trace on manifolds with
conic singularities (with
Austin Ford),
Adv. Math., 304 (2017).

Sharp high-frequency estimates for the
Helmholtz equation and applications to boundary integral equations (with
Dean Baskin and
Euan Spence), SIAM
J. Math. Anal. 48 (2016).

Periodic damping gives polynomial
energy decay, Math. Res. Lett., 24 (2017).

Asymptotics of scalar waves on
long-range asymptotically Minkowski spaces
(with
Dean Baskin and
András Vasy),
Adv. Math., 328 (2018).

Diffractive propagation on
conic manifolds, SÃ©minaire Laurent Schwartz, 2016.

On resonances generated by conic
diffraction
(with Luc Hillairet).

Refined Weyl law for homogeneous perturbations of the
harmonic oscillator
(with Moritz Doll
and Oran
Gannot), Comm. Math. Phys., to appear.