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Some of the PDF files are converted from PowerPoint files with included
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me if you wish to receive the original PowerPoint and the animation files.
Compatible discretizations
Matching Algorithms
with Physics: Exact Sequences of Finite Element Spaces. Pressented at Workshop on preservation of stability
under discretization, Colorado State University, 2001. Download
PDF.
Variational and
Geometric Aspects of Compatible discretizations, Presented at IMA Hot Topics
workshop on Compatible discretizations, (2004). Download
PDF.
Mimetic Discrete
Models with Weak Material Laws or Least-Squares Principles revisited. Presented at CMA
Workshop on Compatible Discretizations for PDEs, University of Oslo,
Norway, September 26-28, 2005. Download
PDF.
Mimetic Least-Squares
Principles for Electromagnetics. Presented
at Eight US National Congress on Computational Mechanics, Austin, TX, 2005. Download
PDF.
Principles of
Compatible Discretizations. Introductory
talk at advanced undergraduate level. Download
PDF.
Stabilized and DG methods
A Discourse on Saddle-Point Problems, Their
regularization, Stabilization and Finite Element Solution. Presented at CSRI Workshop Algebra of saddle-point
problems, Santa Fe, new Mexico, 2003. Download
PDF.
On Stabilized Finite Element Methods with Varying
Time Scales. Presented at First LNCC
Meeting on Computational Modeling, Petropolis, Brazil, 2004. Download
PDF.
A Mulsitscale Discontinuous Galerkin Method, Presented at LSSC05, Sozopol, Bulgaria, 2005. Download
PDF.
Least-squares methods
Least-Squares Finite Element Methods for Optimal
Control problems. Presented at Sixth
SIAM Conference on Control and its Applications, New Orleans, 2005. Download
PDF.
Analysis of Least-Squares Finite Element Methods for
the Navier-Stokes Equations. SIAM Student
Paper Prize presentation, 1994 SIAM Annual Meeting, San Diego, CA. Download
PDF.
Other presentations
Analysis and Computation of Adaptive Moving Grids by
Deformation. Presented at 1996 SIAM Annual meeting. Download
PDF.
On Finite Element Discretizations of the Pure
Neumann problem. Presented at 2000
Copper Mountain Conference. Download
PDF.
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