1 citations · 1 across the 4 of their papers we have counts for
5 papers
A deterministic counterexample for high dimensional Strichartz estimates for the Wave equation
Cristian Gavrus
In this note we discuss the question of homogeneous Strichartz estimates for the Wave equation in dimensions raised by Fang and Wang and recently sh…
The gauge-invariant I-method for Yang-Mills
Cristian Gavrus
We prove global well-posedness of the Yang-Mills equation in the temporal gauge in for . Unlike related equations, Yang-Mills is not directly amena…
Wave maps on (1+2)-dimensional curved spacetimes
Cristian Gavrus, Casey Jao, Daniel Tataru
In this article we initiate the study of 1+ 2 dimensional wave maps on a curved spacetime in the low regularity setting. Our main result asserts that in this context the wave maps…
Global well-posedness for the massive Maxwell-Klein-Gordon equation with small critical Sobolev data
Cristian Gavrus
In this paper we prove global well-posedness and modified scattering for the massive Maxwell-Klein-Gordon equation in the Coulomb gauge on for data…
Global well-posedness of high dimensional Maxwell-Dirac for small critical data
Cristian Gavrus, Sung-Jin Oh
In this paper, we prove global well-posedness of the massless Maxwell-Dirac equation in Coulomb gauge on for data with small scale-critical Sobolev…