A result of local well-posedness for the general quantum Zakharov system in one dimension

Abstract

In this paper we consider the local well-posedness problem for the general quantum Zakharov system in the distinguished polynomial case in 1-dimension This system is extended from [9] and [6] Use Bourgain space the method in [10] and some tools in [8 15] which was extended form [10] we will give the well-posed region for QZSγ in γ = 1 5 Schro?dinger part considered here do not with an absolute value like what appears in Schro?dinger equation of QZSγ

Date of Award	2020
Original language	English
Supervisor	Hsi-Wei Shih (Supervisor)