A SUPPLEMENT TO THE PAPERS CONVERGENCE OF THE LAX-FRIEDRICHS SCHEME FOR ISENTROPIC GAS DYNAMICS (Ⅱ)-(Ⅲ)

In the papers (Ⅱ)—(Ⅲ), we studied the global existence of the solutions for the isentropic equation of gas dynamics

THE EXISTENCE OF INFINITELY MANY SO UTIONS OF QUASILINEAR PARTIAL DIFFERENTIAL EQUATIONS IN UNBOUNDED DOMAINS

In this paper, we use the concentration-compactness principle together with the Mountain Pass Lemma to get the existence of nontrivial solutions and the existence of infinitely many solutions of the problem need not be compact operators from E to R~1.

EXISTENCE BEHAVIOR OF SOLUTION FOR INHOMOGENEOUS SYSTEMS OF GAS DYNAMICS

In this paper, the one-dimensional motion for compressible viscous and heat conductive fluids is considered.

Another Extension of the Mitrinovic-Djokovic Inequality

Another generalization of the Mitrinovic-Djokovic inequality is proved by elementary means.

An Extension of the Mitrinovi c-Djokovi e Inequality

A certain generalization of the Mitrinovi c-Djokovi c inequality is proved by means of elementary calculus.

C^(1,α)PARTIAL REGULARITY FOR SOLUTIONS OF NONLINEAR ELLIPTIC SYSTEMS

We use the blow-up method to get the C^(1,α) partial regularity results for the following elliptic systems satisfying natural growth conditions:

THE PATHWISE SOLUTION FOR A CLASS OF QUASILINEAR STOCHASTIC DIFFERENTIAL EQUATION IN BANACH SPACES I

In this paper we will first get some results about Banach valued stochastic integral.Then we will discuss the linear stochastic equations of evolution with random coefficients.and obtain the existence and uniqueness theorem as well as the perturbation theorem

SOME NOTES ON MULTIPLE STRA TONOVITCH INTEGRALES

Tn this paper we point out some similarities of multiple Stratonovitch integrale series with Talor series and prove some properties and a convergence theorem.

SEMILINEAR RANDOM EQUATIONS WITH A-PROPER OPERATORS IN BANACH SPACE AND THEIR APPLICATION

In this paper the existence of random solutions of operator equations with A-proper Operators is studied. The random analog of deterministic results obtained by Petryshyn in [9] and [10] for such operators is the main theorems. It is then followed by existence reuslts for the Second order differential equation with Newmann boundary value problem.

ON SOME INEQUALITIES WITH WEIGHTS

This note is a continuation of [1] and [4]. We get further completions and new applications of the power weight inequalities in [1] and [4].