Well-posedness Issues For the Half-Wave Maps Equation With Hyperbolic And Spherical Targets

Global controllability and stabilization of the wave Maps equation from a circle to a sphere

J-M. Coron; J. Krieger; S. Xiang 

Semi-global controllability of a geometric wave equation

J. Krieger; S. Xiang 

Type II blow up solutions with optimal stability properties for the critical focussing nonlinear wave equation on $\R^{3+1}$

S. F. Burzio; J. Krieger 

Ill-posedness of the quasilinear wave equation in the space 𝐻7/4(ln𝐻)−𝛽in ℝ2+1

Small data global regularity for half-wave maps in n=4 dimensions

A. Kiesenhofer; J. Krieger 

Randomization improved Strichartz estimates and global well-posedness for supercritical data

N. Burq; J. Krieger 

Probabilistic small data global Well-Posedness of the energy-critical Maxwell-Klein-Gordon equation

J. Krieger; J. Lührmann; G. Staffilani 

A stability theory beyond the co-rotational setting for critical wave maps blow up

J. Krieger; S. Miao; W. Schlag 

On long time behavior of solutions to nonlinear dispersive equations

Boundary Stabilization of Focusing NLKG near Unstable Equilibria: Radial Case

J. Krieger; S. Xiang 

On the stability of blowup solutions for the critical corotational wave-map problem

J. Krieger; S. Miao 

Cost for a controlled linear KdV equation

J. Krieger; S. Xiang 

Stable Manifold for the Critical Non-Linear Wave Equation: A Fourier Theory Approach

On stability of type II blow up for the critical NLW on $\mathbb{R}^{3+1}$

J. Krieger 

Concentration compactness for critical radial wave maps

E. Chiodaroli; J. Krieger; J. Lührmann 

Small data global regularity for half-wave maps

J. Krieger; Y. Sire 

A Class Of Large Global Solutions For The Wave-Map Equation

E. Chiodaroli; J. Krieger 

Global well-posedness for the Yang-Mills equation in 4+1 dimensions: Small energy

J. Krieger; D. Tataru 

Large global solutions for energy supercritical nonlinear wave equations on $\R^{3+1}$

J. Krieger; W. Schlag 

A vector field method on the distorted Fourier side and decay for wave equations with potentials

R. Donninger; J. Krieger 

Global Well-Posedness For The Maxwell-Klein-Gordon Equation In 4+1 Dimensions: Small Energy

J. Krieger; J. Sterbenz; D. Tataru 

On global regularity for systems of nonlinear wave equations with the null-condition

C. Gao; A. Dasgupta; J. Krieger 

Concentration Compactness for the Critical Maxwell-Klein-Gordon Equation

J. Krieger; J. Luhrmann 

Optimal polynomial blow up range for critical wave maps

Optimal polynomial blow up range for critical wave maps

C. Gao; J. Krieger 

Codimension one stability of the catenoid under the vanishing mean curvature flow in Minkowski space

R. Donninger; J. Krieger; J. Szeftel; W. W. Y. Wong 

Center-stable manifold of the ground state in the energy space for the critical wave equation

J. Krieger; K. Nakanishi; S. Wilhelm 

Instability of type II blow up for the quintic nonlinear wave equation on $\mathbb{R}^{3+1}$

J. Krieger; J. E. Nahas 

On type I blow up formation for the critical NLW

J. Krieger; W. W. Y. Wong 

Exotic blow up solutions for the $\Box u^5$-focussing wave equation in $\mathbb{R}^3$

J. Krieger; R. Donninger; M. Huang; W. Schlag 

Threshold phenomenon for the quintic wave equation in three dimensions

J. Krieger; K. Nakanishi; W. Schlag 

Global Regularity for the Yang-Mills Equations on High Dimensional Minkowski Space

J. Krieger; J. Sterbenz 

Nondispersive solutions to the $L^2$-critical half-wave equation

J. Krieger; E. Lenzmann; P. Raphael 

Global dynamics of the nonradial energy-critical wave equation above the ground state energy

J. Krieger; K. Nakanishi; W. Schlag 

A codimension two stable manifold of near soliton equivariant wave maps

J. Krieger; I. Bejenaru; D. Tataru 

Nonscattering solutions and blowup at infinity for the critical wave equation

R. Donninger; J. Krieger 

Global dynamics away from the ground state for the energy-critical nonlinear wave equation

J. Krieger; W. Schlag; K. Nakanishi 

On stability of the catenoid under vanishing mean curvature flow on Minkowski space

J. Krieger; H. Lindblad 

Full range of blow up exponents for the quintic wave equation in three dimensions

J. Krieger; W. Schlag 

Blow Up Construction and Stability of Stationary Maps

A non-local inequality and global existence

J. Krieger; P. Gressman; R. Strain 

Global Solutions to a Non-Local Diffusion Equation with Quadratic Non-Linearity

J. Krieger; R. M. Strain 

Global dynamics above the ground state energy for the one-dimensional NLKG equation

J. Krieger; K. Nakanishi; W. Schlag 

Concentration Compactness for critical wave maps

J. Krieger; W. Schlag 

Slow Blow up solutions for certain critical wave equations

J. Krieger 

Two-Soliton Solutions to the Three-Dimensional Gravitational Hartree Equation

J. Krieger; Y. Martel; P. Raphael 

Renormalization and blow up for the critical Yang-Mills problem

J. Krieger; W. Schlag; D. Tataru 

On structural stability of pseudo-conformal blowup for $L^{2}$-critical Hartree NLS

J. Krieger; E. Lenzmann; P. Raphael 

Non-generic blow-up solutions for the critical focusing NLS in 1-D

J. Krieger; W. Schlag 

Slow Blow-Up Solutions For The H-1(R-3) Critical Focusing Semilinear Wave Equation

J. Krieger; W. Schlag; D. Tataru 

Large time decay and scattering for Wave Maps

J. Krieger; K. Nakanishi 

Renormalization and blow up for charge one equivariant critical wave maps

J. Krieger; W. Schlag; D. Tataru 

Global Regularity and Singularity Development for Wave Maps

J. Krieger 

On the focusing critical semi-linear wave equation

J. Krieger; W. Schlag 

Stable manifolds for all monic supercritical focusing nonlinear Schrodinger equations in one dimension

J. Krieger; W. Schlag 

Stability of spherically symmetric wave maps

J. Krieger 

Global regularity of wave maps from $R^{2+1}$ to $H^2$. Small energy

J. Krieger 

Null-Form Estimates and Nonlinear Waves

J. Krieger 

Global regularity of wave maps from $R^{3+1}$ to surfaces

J. Krieger