Chapter: Applications of Operator-Interpolation Theory

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Home > The Mathematical Theory of Finite Element Methods > Applications of Operator-Interpolation Theory

The Mathematical Theory of Finite Element Methods |

Susanne C. Brenner; L. Ridgway Scott

Springer New York

The Mathematical Theory of Finite Element Methods

Applications of Operator-Interpolation Theory

Chapter Info

Authors

Susanne C. Brenner; L. Ridgway Scott

ARI Id

1674219650979_1784222

Access

Not Available Free

Pages

339-348

DOI

10.1007/978-1-4757-3658-8_15

Chapter URL

https://rd.springer.com/chapter/10.1007/978-1-4757-3658-8_15

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Chapters/Headings	Author(s)	Pages	Info
Front Matter		i-xv
Basic Concepts	Susanne C. Brenner; L. Ridgway Scott	1-21
Sobolev Spaces	Susanne C. Brenner; L. Ridgway Scott	23-47
Variational Formulation of Elliptic Boundary Value Problems	Susanne C. Brenner; L. Ridgway Scott	49-67
The Construction of a Finite Element Space	Susanne C. Brenner; L. Ridgway Scott	69-92
Polynomial Approximation Theory in Sobolev Spaces	Susanne C. Brenner; L. Ridgway Scott	93-127
n-Dimensional Variational Problems	Susanne C. Brenner; L. Ridgway Scott	129-154
Finite Element Multigrid Methods	Susanne C. Brenner; L. Ridgway Scott	155-173
Additive Schwarz Preconditioners	Susanne C. Brenner; L. Ridgway Scott	175-208
Max-norm Estimates	Susanne C. Brenner; L. Ridgway Scott	209-234
Adaptive Meshes	Susanne C. Brenner; L. Ridgway Scott	235-255
Variational Crimes	Susanne C. Brenner; L. Ridgway Scott	257-278
Applications to Planar Elasticity	Susanne C. Brenner; L. Ridgway Scott	279-297
Mixed Methods	Susanne C. Brenner; L. Ridgway Scott	299-322
Iterative Techniques for Mixed Methods	Susanne C. Brenner; L. Ridgway Scott	323-338
Applications of Operator-Interpolation Theory	Susanne C. Brenner; L. Ridgway Scott	339-348
Back Matter		349-363
Chapters/Headings	Author(s)	Pages	Info

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