Paper Title:
Maximum Norm Error Estimates for Quadratic Block Finite Elements with Twenty-Six Degrees of Freedom
  Abstract

For a model elliptic boundary value problem in three dimensions, we give the weak estimates for the quadratic block finite element with twenty-six degrees of freedom (QBFETSDF). Combined with the estimates for discrete Green’s function, we get maximum norm error estimates for the QBFETSDF.

  Info
Periodical
Key Engineering Materials (Volumes 480-481)
Edited by
Yanwen Wu
Pages
1388-1392
DOI
10.4028/www.scientific.net/KEM.480-481.1388
Citation
J. H. Liu, G. Hu, "Maximum Norm Error Estimates for Quadratic Block Finite Elements with Twenty-Six Degrees of Freedom", Key Engineering Materials, Vols. 480-481, pp. 1388-1392, 2011
Online since
June 2011
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