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EXISTENCE OF SOLUTIONS OF A FAMILY OF NONLINEAR BOUNDARY VALUE PROBLEMS IN L~2-SPACES
作者姓名:Wei Li Zhou HaiyunSchool of Mathematics and Statistics  Hebei University of Economics and Business  Shijiazhuang  China. Inst.of Appl.Math.and Mech.  Ordnance Engineering College  Shijiazhuang  China.
作者单位:Wei Li Zhou HaiyunSchool of Mathematics and Statistics,Hebei University of Economics and Business,Shijiazhuang 050061,China. Inst.of Appl.Math.and Mech.,Ordnance Engineering College,Shijiazhuang 050003,China.
基金项目:theNationalNaturalScienceFoundationofChina(10471033).
摘    要:§ 1 Introduction and preliminariesThe equations related to the p- L aplacian operatorΔp have been studied in differentaspects1— 4 ] sinceΔp arises from a variety of physical phenomena such as non Newtonianfluids,reaction- diffusion problems,etc.In this paper,the following equation(1) which canbe regarded as an extension of those in1— 4 ]will be discussed:- div(α(gradu) ) +|u(x) |p- 2 u(x) +g(x,u(x) ) =f (x)  a.e. onΩ-〈n,α(gradu)〉∈βx(u(x) ) ,a.e.onΓ . (1)  More details can b…


EXISTENCE OF SOLUTIONS OF A FAMILY OF NONLINEAR BOUNDARY VALUE PROBLEMS IN L~2-SPACES
Wei Li Zhou HaiyunSchool of Mathematics and Statistics,Hebei University of Economics and Business,Shijiazhuang ,China. Inst.of Appl.Math.and Mech.,Ordnance Engineering College,Shijiazhuang ,China..EXISTENCE OF SOLUTIONS OF A FAMILY OF NONLINEAR BOUNDARY VALUE PROBLEMS IN L~2-SPACES[J].Applied Mathematics A Journal of Chinese Universities,2005(2).
Authors:Wei Li Zhou HaiyunSchool of Mathematics and Statistics  Hebei University of Economics and Business  Shijiazhuang  China Instof ApplMathand Mech  Ordnance Engineering College  Shijiazhuang  China
Institution:Wei Li Zhou HaiyunSchool of Mathematics and Statistics,Hebei University of Economics and Business,Shijiazhuang 050061,China. Inst.of Appl.Math.and Mech.,Ordnance Engineering College,Shijiazhuang 050003,China.
Abstract:
Keywords:maximal monotone operator  accretive mapping  hemi-continuous mapping  strictly convex space  
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