@article{abeginsbergjeong24,title={Stationary self-similar profiles for the two-dimensional inviscid Boussinesq equations},author={Abe, Ken and Ginsberg, Daniel and Jeong, In-Jee},year={2024},journal={Preprint},}
The stability of irrotational shocks and the Landau law of decay
@article{ginsbergrodnianski24,title={The stability of irrotational shocks and the Landau law of decay},author={Ginsberg, Daniel and Rodnianski, Igor},year={2024},journal={Preprint},}
Long time regularity for 3d gravity waves with vorticity
@article{ginsbergpusateri24,title={Long time regularity for 3d gravity waves with vorticity},author={Ginsberg, Daniel and Pusateri, Fabio},year={2024},journal={Preprint},}
@article{drivasginsberg23,title={Islands in stable fluid equilibria},author={Drivas, Theodore D. and Ginsberg, Daniel},year={2024},journal={Proceedings of the AMS},volume={11},arixprefix={arXiv},}
On the distribution of heat in fibered magnetic fields
Theodore D. Drivas, Daniel Ginsberg, and Hezekiah Grayer II
@article{drivasginsberggrayer,title={On the distribution of heat in fibered magnetic fields},author={Drivas, Theodore D. and Ginsberg, Daniel and II, Hezekiah Grayer},journal={Communications in Mathematical Physics},year={2024},volume={405},number={57},}
2023
2023
On the local well-posedness for the relativistic Euler equations for a liquid body
@article{ginsberg2023local,title={On the local well-posedness for the relativistic Euler equations for a liquid body},author={Ginsberg, Daniel and Lindblad, Hans},journal={Annals of PDE},volume={9},number={23},year={2023},archiveprefix={arXiv},}
2022
2022
Flexibility and rigidity of free boundary MHD equilibria
Peter Constantin, Theodore D Drivas, and Daniel Ginsberg
@article{constantin2022flexibility,title={Flexibility and rigidity of free boundary MHD equilibria},author={Constantin, Peter and Drivas, Theodore D and Ginsberg, Daniel},journal={Nonlinearity},volume={35},number={5},pages={2363},year={2022},publisher={IOP Publishing},}
2021
2021
On the breakdown of solutions to the incompressible Euler equations with free surface boundary
@article{ginsberg2021breakdown,title={On the breakdown of solutions to the incompressible Euler equations with free surface boundary},author={Ginsberg, Daniel},journal={SIAM Journal on Mathematical Analysis},volume={53},number={3},pages={3366--3384},year={2021},publisher={Society for Industrial and Applied Mathematics},}
Flexibility and rigidity in steady fluid motion
Peter Constantin, Theodore D Drivas, and Daniel Ginsberg
@article{constantin2021flexibility,title={Flexibility and rigidity in steady fluid motion},author={Constantin, Peter and Drivas, Theodore D and Ginsberg, Daniel},journal={Communications in Mathematical Physics},volume={385},number={1},pages={521--563},year={2021},publisher={Springer Berlin Heidelberg},}
On quasisymmetric plasma equilibria sustained by small force
Peter Constantin, Theodore D Drivas, and Daniel Ginsberg
@article{constantin2021quasisymmetric,title={On quasisymmetric plasma equilibria sustained by small force},author={Constantin, Peter and Drivas, Theodore D and Ginsberg, Daniel},journal={Journal of Plasma Physics},volume={87},number={1},year={2021},publisher={Cambridge University Press},}
2020
2020
Local well-posedness for the motion of a compressible, self-gravitating liquid with free surface boundary
@article{ginsberg2020local,title={Local well-posedness for the motion of a compressible, self-gravitating liquid with free surface boundary},author={Ginsberg, Daniel and Lindblad, Hans and Luo, Chenyun},journal={Archive for Rational Mechanics and Analysis},volume={236},number={2},pages={603--733},year={2020},publisher={Springer Berlin Heidelberg},}
2019
2019
A priori estimates for a relativistic liquid with free surface boundary
Daniel Ginsberg
Journal of Hyperbolic Differential Equations, 2019
@article{ginsberg2019priori,title={A priori estimates for a relativistic liquid with free surface boundary},author={Ginsberg, Daniel},journal={Journal of Hyperbolic Differential Equations},volume={16},number={03},pages={401--442},year={2019},publisher={World Scientific Publishing Company},}
2018
2018
On the lifespan of three-dimensional gravity water waves with vorticity
@article{ginsberg2018lifespan,title={On the lifespan of three-dimensional gravity water waves with vorticity},author={Ginsberg, Daniel},journal={Preprint},year={2018},}