Title:       Poincare-Friedrichs inequalities for piecewise H1 functions
 
Authors:     Susanne C. Brenner 

Published:   SIAM Journal on Numerical Analysis, v 41 (2003) pp 306-324

Abstract:    Poincare-Friedrichs inequalities for piecewise H1 functions 
             are established.  They can be applied to classical nonconforming
             finite element methods, mortar methods and discontinuous
             Galerkin methods.


Presented at:

- ETNA's Tenth Anniversary Conference, Kent, Ohio, May 29-31, 2003

- Minisymposium: Discontinuous Galerkin Method and its Applications,
  The Fifth International Congress on Industrial and Applied Mathematics,
  Sydney, Australia, July 7-11, 2003

- Finite Element Circus, Cornel University, November 7-8, 2003

- University of Houston, February 5, 2004

- University of Maryland at Baltimore County, May 7, 2004

- Humboldt-Universit\" at zu Berlin, June 25, 2004

paper: SIAM Journal on Numerical Analysis