2 citations · 4 across the 10 of their papers we have counts for
10 papers
Neumann Boundary Problem of Second Order Parabolic Quasi-Linear System with Variable Coefficient on a Vector Bundle
Zonglin Jia
Classical results of second order parabolic quasi-linear equations always require that the nonlinear terms are controlled by a power of the unknown functions and their first deriva…
Global Existence for The Massive Dirac Equations with small initial datum on Tori
Zonglin Jia
In the article we obtain almost global existence for Dirac Equations with high regularity and small initial datum on Tori. Besides, the global existence with low regularity and sma…
Global existence of the solution to Einstein-Yang-Mills-Higgs equations with small initial datum
Zonglin Jia, Boling Guo
The problem involved in this paper is the global existence of the solution to the -Einstein-Yang-Mills-Higgs(EYMH) equation. The approach we employ stems from H.…
Global existence of the solution to Einstein-Maxwell equations with small initial data
Zonglin Jia, Boling Guo
We study the global existence of Einstein-Maxwell(EM) equations on . We use the method, which relies on wave and Lorentzian gauge conditions, to obtain some exquisite…
Landau-Lifshitz-Bloch equation on Riemannian manifold
Boling Guo, Zonglin Jia
In this article, we bring in Landau-Lifshitz-Bloch(LLB) equation on -dimensional closed Riemannian manifold and prove that it admits a unique local solution. In addition, if $m\…
Local strong solution to General Landau-Lifshitz-Bloch equation
Zonglin Jia
In this paper, we bring in General Landau-Lifshitz-Bloch equation and prove that it admits a local strong solution.
Decay Estimations of Higher Derivatives of Solutions to Nonlinear Dirac Equation with Spin Null Structure
Zonglin Jia
We get decay rate of higher derivatives of nonlinear massless Dirac equations with a kind of "good" spin null form. The method we rely on is similar to that of Li and Zang. However…
Local Nonautonomous Schrödinger Flows on Kähler Manifolds
Zonglin Jia, Youde Wang
In this paper, we prove that the nonautonomous Schrödinger flow from a compact Riemannian manifold into a Kähler manifold admits a local solution. Under some certain…
Global Weak Solutions to Landau-Lifshitz Equations into Compact Lie Algebras
Zonglin Jia, Youde Wang
In this paper, we consider a parabolic system from a bounded domain in a Euclidean space or a closed Riemannian manifold into a unit sphere in a compact Lie algebra ,…
Higher order geometric flow of hypersurfaces in a Riemannian manifold
Zonglin Jia, Youde Wang
In this paper, we consider the high order geometric flows of a submanifolds in a complete Riemannian manifold with , which were introduced by Mantega…