Boundary Harnack principle and Martin boundary for a uniform domain /

QR Code

Boundary Harnack principle and Martin boundary for a uniform domain /

Enregistré dans:

Détails bibliographiques
Auteur principal:	Aikawa, Hiroaki.
Format:	Article
Langue:	English
Sujets:	Boundary Harnack principle Green function Harmonic measure Martin boundary
Tags:	Ajouter un tag Pas de tags, Soyez le premier à ajouter un tag!

Thư viện lưu trữ:	Thư viện Trường Đại học Đà Lạt

Documents similaires

Harmonic functions on finitely sheeted unlimited covering surfaces /
par: Masaoka, Hiroaki.

Uniqueness theorems for parabolic equations and Martin boundaries for elliptic equations in skew product form /
par: Murata, Minoru.

Practical Boundary Surveying Legal and Technical Principles
par: Gay, Paul
Publié: (2015)

Boundary behavior of positive solutions of u=Pu on a Riemann surface /
par: Sato, Takeyoshi.

Boundary - layer theory /
par: Schlichting, Hermann, 1907-
Publié: (2000)

Evidence and Procedures for Boundary Location /
par: M.Brown Curtis
Publié: (2001)

Boundary methods :
par: Mukherjee, Subrata
Publié: (2005)

Boundary elements :
par: Katsikadelis, J. T.
Publié: (2002)

Boundary elements :
par: Katsikadelis, J. T.
Publié: (2002)

Fourier series and boundary value problems
par: James Ward Brown
Publié: (2001)

On an overdetermined elliptic problem with a nonstandard boundary condition /
par: Schaefer, Philip W.

Tourism and Protected Areas: Benefits Beyond Boundaries The Vth IUCN World Parks Congress
par: Bushell, Robyn, et autres
Publié: (2014)

The Boundary Element Method in Engineering
par: A.A. Becker
Publié: (1992)

Evidence and procedures for boundary location
par: Robillard, Walter G.
Publié: (2002)

Boundary behavior of holomorphic functions of several complex variables /
par: Stein, Elias M., 1931-
Publié: (1972)

Uniqueness of the solution of a Stefan problem with variable lateral boundary conditions /
par: Damlamian, A.

Full regularity of solutions to a nonuniformly characteristic boundary value problem for symmetric positive systems /
par: Secchi, Paolo.

Area-feature boundary labeling /

Interface evolution with Neumann boundary condition /
par: Sato, Moto-Hiko.

Differential equations with boundary-value problems
par: Zill, Dennis G.
Publié: (2005)

Differential equations with boundary value problems
par: Zill, Dennis G.
Publié: (2005)

Differential equations and boundary value problems
par: Edwards, C. Henry

Boundary and finite elements :
par: Raamachandran, J.
Publié: (2000)

Two-phase Stefan problems with dynamic boundary conditions /
par: Aiki, Toyohiko.

Existence result for the problem with periodic and Neumann boundary conditions /
par: Cabada, Alberto.

On a free boundary problem for an incompressible ideal fluid in two space dimensions /
par: Iguchi, Tatsuo.

The moving boundary problem of potential theory /
par: Margulis, Avmir S.

Lectures on elliptic boundary value problems /
par: Agmon, Shmuel.
Publié: (1965)

Resolutivity of ideal boundary for nonlinear Dirichlet problems /
par: Maeda, Fumi-Yuki.

Strength and weathering of rock as boundary layer problems /
par: Butenuth, Christine.
Publié: (2001)

Strength and weathering of rock as boundary layer problems /
par: Butenuth, Christine.
Publié: (2001)

Boundary value problems :
par: Powers, David L.
Publié: (2006)

Partial differential equations and boundary value problems with Maple
par: Articolo, George A.

Partial differential equations and boundary value problems with applications
par: Pinsky, Mark A.
Publié: (1998)

Differential equations with boundary-value problems
par: Zill, Dennis G.
Publié: (2005)

Differential equations with boundary-value problems
par: Zill, Dennis G.
Publié: (2005)

Schaum's outline theory and problems of fourier analysis with applications to boundary value problems
par: Murray R Spiegel
Publié: (1974)

On a numerical method for discrete analogues of boundary value problems /
par: Herceg, Dragoslav.

Multiplicity results for functional boundary value problems /
par: Stanek, Svatoslav.

Positive solutions of discrete (n,p) boundary value problems /
par: Wong, Patricia J. Y.