Obstacle problems - Globe Thesis

Keyword [Obstacle problems] Result: 21 - 40 \| Page: 2 of 2
21.	Bi-H(o\|¨)lder Mappings And Integrability For Solutions To Anisotropic Obstacle Problems
22.	Global Integrability For Solutions To Anisotropic Functionals And Obstacle Problems
23.	Regularities Of The Gradient In Lorentz Spaces To Weak Solutions For Two Classes Of Elliptic Obstacle Problems
24.	Superconvergence Analysis Of Obstacle Problems With Nonconforming Finite Element Method
25.	The Calderon-Zygmund Type Estimates For Divergence Form Elliptic And Parabolic Equations With Weak Regular Datum
26.	Regularities Of Very Weak Solutions For Elliptic Equation Of Divergence Form And Related Obstacle Problems
27.	Regularity For Weak Solutions Of Obstacle Problems To Degenerate Elliptic Equations And Systems
28.	Global Weighted Lorentz Estimates For Homogenization Of Elliptic And Parabolic Obstacle Problems
29.	Homogenization Of A Class Of Boundary Obstacle Problems
30.	Properties Of Solutions Of Obstacle Problems For Elliptic Equation
31.	Two Kinds Of Methods For Solving Double Obstacle Problems
32.	A stochastic representation problem with applications in optimal singular control, Dynkin games, and obstacle problems
33.	REGULARITY FOR A CLASS OF PARAMETRIC OBSTACLE PROBLEMS (INTEGRAND, INTEGRAL CURRENT, PRESCRIBED MEAN CURVATURE, MINIMAL SURFACE SYSTEM)
34.	Obstacle problems with elliptic operators in divergence form
35.	Finite-difference and finite-element solution of boundary value and obstacle problems for the Heston operator
36.	Research On Theoretical And Numerical Methods Of Obstacle Problems
37.	Boundary Homogenization Of Two Classes Of Obstacle Problems
38.	Regularity For Very Weak Solutions To Obstacle Problems Of A-Harmonic Equation
39.	Nonlinear Elliptic Quasi-variational Hemivariational Inequalities And Their Inverse Problems
40.	Global Integrability For Weak Solutions Of The A-Harmonic Equation And Its Obstacle Problems
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