Font Size:
a
A
A
The Existence Of Infinite Many Solutions To A Hardy Equation With Convex And Concave Nonlinearities
Posted on:
2010-02-19
Degree:
Master
Type:
Thesis
Country:
China
Candidate:
F Liu
Full Text:
PDF
GTID:
2120360275479877
Subject:
Basic mathematics
Abstract/Summary:
PDF Full Text Request
The thesis studies the solutions to an elliptic problem with Hardy term and convex, concave nonlinearities:whereΩis an open bounded subset of R~N, N≥3, 0≤σ<(?),1＜q <2
Keywords/Search Tags:
Hardy inequality
,
Fountain theorem
,
Z2 group
,
(PS)_c~* condition
PDF Full Text Request
Related items
1
The Existence Of Nontrivial Solutions For The Elliptic Equations With Hardy Potential
2
The Existence Of Solutions For Two Types Of Elliptic Equations With Concave-convex Nonlinear Terms
3
The Existence Of Solutions For Several Kinds Of Elliptic Equations Based On Variational Method
4
Some Generalizations And Applications Of Hardy Inequality
5
Existence And Multiplicity Of Solutions For Elliptic Equations With Nonlinear Boundary Condition
6
Hardy Theorem On Some Lie Group And The Hardy Uncertainty Principle
7
Qualitative And Quantitative Analysis Of The Maximizing Pair For The Discrete Hardy-Littlewood-Sobolev Inequality
8
Some Researchs On Sharp Hardy Type Inequality
9
Existence Of A Nontrivial Solution For A Class Of Nonquadratic Elliptic Problems
10
Generalization Of Hardy Inequality On N-dimension Spaces
PDF Full Text Request