Chenmin SUN
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SUN
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Chenmin
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| Site: | UPEC | |
| Bureau: | P2 232 | |
| Téléphone: | +33 1 45 17 14 36 | |
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chenmin.sun@u-pec.fr
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Hyperbolic nonlinear Schrödinger equations on $${\mathbb {R}}\times {\mathbb {T}}$$
auteurEngin Başakoğlu, Chenmin Sun, Nikolay Tzvetkov, Yuzhao Wang(2025) 51
- ALMOST SURE GLOBAL NONLINEAR SMOOTHING FOR THE 2D NLS
- Geometric condition for the observability of electromagnetic Schrödinger operators on $\mathbb{T}^2$
- QUASI-INVARIANCE OF GAUSSIAN MEASURES FOR THE 3d ENERGY CRITICAL NONLINEAR SCHR ÖDINGER EQUATION CHENMIN SUN AND NIKOLAY TZVETKOV
- THE SECOND PICARD ITERATION OF NLS ON THE 2D SPHERE DOES NOT REGULARIZE GAUSSIAN RANDOM INITIAL DATA
- PROBABILISTIC WELL-POSEDENESS FOR THE NONLINEAR SCHR ÖDINGER EQUATION ON THE 2d SPHERE I: POSITIVE REGULARITIES
- Observability of Baouendi-Grushin-Type Equations Through Resolvent Estimates
- QUASI-INVARIANCE OF GAUSSIAN MEASURES FOR THE 3d ENERGY CRITICAL NONLINEAR SCHR ÖDINGER EQUATION
- Sharp Resolvent Estimate for the Damped-Wave Baouendi-Grushin Operator and Applications
- DECAY FOR THE KELVIN-VOIGT DAMPED WAVE EQUATION: PIECEWISE SMOOTH DAMPING
- Decays rates for Kelvin-Voigt damped wave equations II: The geometric control condition
- Refined probabilistic global well-posedness for the weakly dispersive NLS
- TIME OPTIMAL OBSERVABILITY FOR GRUSHIN SCHRÖDINGER EQUATION
- NEW EXAMPLES OF PROBABILISTIC WELL-POSEDNSS FOR NONLINEAR WAVE EQUATIONS
- GIBBS MEASURE DYNAMICS FOR THE FRACTIONAL NLS
- Semi-classical propagation of singularities for the Stokes system
- Internal controllability of non-localized solution for the Kadomtsev-Petviashvili II equation
- CONCERNING THE PATHOLOGICAL SET IN THE CONTEXT OF PROBABILISTIC WELL-POSEDNESS
- Control and stablization of some hyperbolic and dispersive equations