MULTIVARIATE NONLINEAR INTEGRAL INEQUALITIES AND ITS APPLICATION

0 IntroductionIn this paper, we establish new generalization of the Bihari-Wendroff type multivariate integral in-equalities and show their application to some partial differential equation.We consider the following integral inequalities;where, （x）=（x1,…,xn）∈Rn+= [0,-∞)k;（xi,si）=(x1,…,xi-1,si.,xi+1,…,x0).We suppose that u（x）≥0, c（x）≥c0】0, α;（x）≥0 （i=1,…,n）, and they belong to C（Rn+）;c（x） and α1（x） （i=1, …,n） are nondecreasing in （Rn+）; gi（t）=gi（c0）】0 （i=1,…,n）, and they