Back to Results
First PageMeta Content
Partial differential equations / Operator theory / Heat equation / Heat transfer / Calculus of variations / Elliptic operator / Elliptic boundary value problem / Self-adjoint operator / Calculus / Mathematical analysis / Multivariable calculus


Enforcing the Discrete Maximum Principle for Linear Finite Element Solutions of Elliptic Problems LAUR[removed]Richard Liska1 , Mikhail Shashkov2 1
Add to Reading List

Document Date: 2014-09-24 19:03:53

Open Document

File Size: 2,52 MB

Share Result on Facebook

City

Prague / /

Company

L L / Fig / /

Country

Czech Republic / /

Currency

pence / /

/

Facility

Czech Technical University / /

IndustryTerm

sample solution / energy constraint / repaired and constrained-bounded solutions / linear finite element solutions / heat energy / non-smooth anisotropic solution / linear finite element solution / needed energy / finite element solutions / unbounded solution / self-adjoint operator / positive available energy / anisotropic media / constrained-bounded and repaired solutions / constrained-bounded and bounded solutions / correct discrete solution / unbounded and bounded solutions / numerical solutions / numerical solution / energy / /

Organization

Czech Technical University in Prague / Theoretical Division / Faculty of Nuclear Sciences / /

Product

Schittkowski / Altec XT1 Speakers / /

URL

http /

SocialTag