Font Size:
a
A
A
A Result On The Regularity Of Solutions To The Oblique Derivative Problems For Elliptic Partial Differential Equations
Posted on:
2010-03-20
Degree:
Master
Type:
Thesis
Country:
China
Candidate:
X J Yu
Full Text:
PDF
GTID:
2120360275458401
Subject:
Applied Mathematics
Abstract/Summary:
PDF Full Text Request
In this paper,we consider the uniformly second order linear elliptic partial equations with the regular oblique derivative conditions,and obtain the Sobolev regularity and the corresponding estimate of the solutions.
Keywords/Search Tags:
Regular oblique derivative problems
,
Elliptic equations
,
Non-divergence
,
Sobolev regularity
,
Classical solutions
PDF Full Text Request
Related items
1
Oblique Derivative Problems For Second Order Linear Elliptic Equations
2
Solution Estimates For The Degenerate Oblique Derivative Problems
3
Regularities Of Very Weak Solutions For Elliptic Equation Of Divergence Form And Related Obstacle Problems
4
Boundary Behavior Of Blow-up Solutions For Non-divergence Structure Nonlinear Elliptic Equations
5
Regularity On The Solutions To Elliptic Equations And Parabolic Equations With Discontinuous Coefficients
6
Solutions Of Nonlinear Elliptic Equations And Systems Involving Critical Hardy-sobolev Exponents
7
Properties Of Solutions To Two Semilinear Elliptic Problem
8
Regularities Of Generalized Solutions To Several Elliptic And Parabolic Equations With Discontinuous Coefficients
9
Regularity Of Solutions For Singular Elliptic Equation Involving Hardy-Sobolev-Maz’ya Term
10
The Existence And Regularity Of Multiple Solutions For Infinitely Degenerate Elliptic Boundary Value Problems