Search Results - "Burq, Nicolas"

Strichartz estimates for Baouendi-Grushin operators.

Authors: Burq, Nicolas Latocca, Mickaël

Source: Revista Mathemática Iberoamericana. 2026, Vol. 42 Issue 3, p903-920. 18p.

Delocalized eigenvectors of transitive graphs and beyond.

Authors: Burq, Nicolas Letrouit, Cyril

Source: Journal of Spectral Theory. 2026, Vol. 16 Issue 1, p145-181. 37p.

Domains of dependence for subelliptic wave equations and unique continuation for fractional powers of Hörmander's operators.

Authors: Burq, Nicolas Zuily, Claude

Source: ESAIM: Control, Optimisation & Calculus of Variations. 2025, Vol. 31, p1-21. 21p.

The second Picard iteration of NLS on the 2d sphere does not regularize Gaussian random initial data.

Authors: Burq, Nicolas Camps, Nicolas Latocca, Mickaël et al.

Source: EMS Surveys in Mathematical Sciences. 2025, Vol. 12 Issue 1, p123-154. 32p.

Semi-Classical Observation Suffices for Observability: Wave and Schrödinger Equations.

Authors: Burq, Nicolas Dehman, Belhassen Le Rousseau, Jérôme

Source: ESAIM: Control, Optimisation & Calculus of Variations. 2024, Vol. 30, p1-31. 31p.

Microlocal analysis of singular measures.

Authors: Banica, Valeria Burq, Nicolas

Source: Mathematische Zeitschrift. Nov2023, Vol. 305 Issue 3, p1-36. 36p.

Bouncing Ball Modes and Quantum Chaos.

Authors: Burq, Nicolas Zworski, Maciej

Source: SIAM Review; March 2005, Vol. 47 Issue 1, p43-49, 7p

Propagation of smallness and spectral estimates.

Authors: Burq, Nicolas Moyano, Ivan

Source: Journal d'Analyse Mathématique. Sep2025, Vol. 156 Issue 1, p35-46. 12p.

A remark on the logarithmic decay of the damped wave and Schrödinger equations on a compact Riemannian manifold.

Authors: Burq, Nicolas Moyano, Iván

Source: Portugaliae Mathematica. 2023, Vol. 80 Issue 3/4, p369-390. 22p.

Propagation of smallness and control for heat equations.

Authors: Burq, Nicolas Moyano, Iván

Source: Journal of the European Mathematical Society (EMS Publishing). 2023, Vol. 25 Issue 4, p1349-1377. 29p.

Decay for the Kelvin–Voigt damped wave equation: Piecewise smooth damping.

Authors: Burq, Nicolas Sun, Chenmin

Source: Journal of the London Mathematical Society. Jul2022, Vol. 106 Issue 1, p446-483. 38p.

From Semiclassical Strichartz Estimates to Uniform $L^p$ Resolvent Estimates on Compact Manifolds.

Authors: Burq, Nicolas Ferreira, David Dos Santos Krupchyk, Katya

Source: IMRN: International Mathematics Research Notices. Aug2018, Vol. 2018 Issue 16, p5178-5218. 41p.

High Frequency Solutions of the Nonlinear Schrödinger Equation on Surfaces.

Authors: Burq, Nicolas Gérard, Patrick Tzvetkov, Nikolay

Source: Quarterly of Applied Mathematics; March 2010, Vol. 68 Issue 1, p61-71, 11p

A remark on quantitative unique continuation from subsets of the boundary of positive measure.

Authors: Burq, Nicolas Zuily, Claude

Source: Proceedings of the American Mathematical Society. Sep2023, Vol. 151 Issue 9, p3903-3912. 10p.

Exponential decay for the damped wave equation in unbounded domains.

Authors: Burq, Nicolas Joly, Romain

Source: Communications in Contemporary Mathematics. Dec2016, Vol. 18 Issue 6, p-1. 27p.

Imperfect Geometric Control and Overdamping for The Damped Wave Equation.

Authors: Burq, Nicolas Christianson, Hans

Source: Communications in Mathematical Physics. May2015, Vol. 336 Issue 1, p101-130. 30p.

Decay rates for Kelvin-Voigt damped wave equations II: The geometric control condition.

Authors: Burq, Nicolas Sun, Chenmin

Source: Proceedings of the American Mathematical Society. 2022, Vol. 150 Issue 3, p1021-1039. 19p.

Probabilistic well-posedness for the cubic wave equation.

Authors: Burq, Nicolas Tzvetkov, Nikolay

Source: Journal of the European Mathematical Society (EMS Publishing). 2014, Vol. 16 Issue 1, p1-30. 30p.

DECAYS FOR KELVIN--VOIGT DAMPED WAVE EQUATIONS I: THE BLACK BOX PERTURBATIVE METHOD.

Authors: BURQ, NICOLAS¹ nicolas.burq@universite-paris-saclay.fr

Source: SIAM Journal on Control & Optimization. 2020, Vol. 58 Issue 4, p1893-1905. 13p.

Subjects: Resolvents (Mathematics), Wave equation, Mathematics, Boxes

Control for Schrödinger operators on 2-tori: rough potentials.

Authors: Bourgain, Jean Burq, Nicolas Zworski, Maciej

Source: Journal of the European Mathematical Society (EMS Publishing). 2013, Vol. 15 Issue 5, p1597-1628. 32p.