Guillarmou, Colin - Ecole Normale Sup�rieure de Paris

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Guillarmou, Colin - Ecole Normale Sup�rieure de Paris

INVERSE SCATTERING AT FIXED ENERGY ON SURFACES WITH EUCLIDEAN ENDS
INVERSE BOUNDARY PROBLEMS FOR SYSTEMS IN TWO PIERRE ALBIN, COLIN GUILLARMOU, LEO TZOU, AND GUNTHER UHLMANN
ETA INVARIANT AND SELBERG ZETA FUNCTION OF ODD TYPE OVER CONVEX CO-COMPACT HYPERBOLIC MANIFOLDS
WAVE 0-TRACE AND LENGTH SPECTRUM ON CONVEX CO-COMPACT HYPERBOLIC MANIFOLDS
SCATTERING AND INVERSE SCATTERING ON ACH MANIFOLDS COLIN GUILLARMOU AND ANT^ONIO SA BARRETO
THE DETERMINANT OF THE DIRICHLET-TO-NEUMANN MAP FOR SURFACES WITH BOUNDARY
WAVE DECAY ON CONVEX CO-COMPACT HYPERBOLIC COLIN GUILLARMOU AND FREDERIC NAUD
STRICHARTZ ESTIMATES WITHOUT LOSS ON MANIFOLDS WITH HYPERBOLIC TRAPPED GEODESICS.
SPECTRAL ANALYSIS OF THE LAPLACIAN ON GEOMETRICALLY FINITE HYPERBOLIC MANIFOLDS
IDENTIFICATION OF A CONNECTION FROM CAUCHY DATA ON A RIEMANN SURFACE WITH BOUNDARY
Introduction First theorem Second Theorem Determinant of DN map for surfaces Non-linear DN maps for Einstein equation Inverse problems for Einstein manifolds
INVERSE PROBLEMS FOR EINSTEIN MANIFOLDS COLIN GUILLARMOU AND ANT^ONIO SA BARRETO
GENERALIZED KREIN FORMULA, DETERMINANTS AND SELBERG ZETA FUNCTION IN EVEN DIMENSION
RESOLVENT AT LOW ENERGY AND RIESZ TRANSFORM FOR SCHRODINGER OPERATORS ON ASYMPTOTICALLY CONIC
CALDERON INVERSE PROBLEM WITH PARTIAL DATA ON RIEMANN COLIN GUILLARMOU AND LEO TZOU
SPECTRAL ANALYSIS OF RANDOM WALK OPERATORS ON EUCLIDEAN SPACE
CONFORMAL HARMONIC FORMS, BRANSON-GOVER OPERATORS AND DIRICHLET PROBLEM AT INFINITY.
MEROMORPHIC PROPERTIES OF THE RESOLVENT ON ASYMPTOTICALLY HYPERBOLIC MANIFOLDS
SPECTRAL CHARACTERIZATION OF POINCARE-EINSTEIN MANIFOLDS WITH INFINITY OF POSITIVE YAMABE TYPE
CHERN-SIMONS LINE BUNDLE ON TEICHM ULLER SPACE COLIN GUILLARMOU AND SERGIU MOROIANU
CALDERON INVERSE PROBLEM FOR THE SCHRODINGER OPERATOR ON RIEMANN SURFACES
RESTRICTION AND SPECTRAL MULTIPLIER THEOREMS ON ASYMPTOTICALLY CONIC MANIFOLDS
RESONANCES AND SCATTERING POLES ON ASYMPTOTICALLY HYPERBOLIC MANIFOLDS
RESOLVENT AT LOW ENERGY III: THE SPECTRAL COLIN GUILLARMOU, ANDREW HASSELL, AND ADAM SIKORA
UNIVERSIT DE NANTES FACULT DES SCIENCES ET DES TECHNIQUES
RANDOM WALK ON SURFACES WITH HYPERBOLIC CUSPS HANS CHRISTIANSON, COLIN GUILLARMOU, AND LAURENT MICHEL
SCATTERING AND RESOLVENT ON GEOMETRICALLY FINITE HYPERBOLIC MANIFOLDS WITH RATIONAL CUSPS
SCATTERING THEORY ON GEOMETRICALLY FINITE QUOTIENTS WITH RATIONAL CUSPS
RESOLVENT AT LOW ENERGY AND RIESZ TRANSFORM FOR SCHRODINGER OPERATORS ON ASYMPTOTICALLY CONIC
arXiv:submit/0282337[math.SP]13Jul2011 EQUIDISTRIBUTION OF EISENSTEIN SERIES ON CONVEX
SURVEY ON CALDERON INVERSE PROBLEM IN 2 DIMENSIONS COLIN GUILLARMOU AND LEO TZOU