References:

1.  Kuprat, Andrew, “[Modeling Microstructure Evolution using Gradient-Weighted Moving Finite Elements](../mfegg.pdf” download> </a>” LA-UR-98-4879, submitted to SIAM J. Sci. Comp. (1998).

2.  Kuprat, Andrew and George, Denise, “[Maintaining Tetrahedral Mesh Quality in Response to Time-DependentTopological    and Geometrical Deformation](../london98_pn.pdf” download> </a>”, LA-UR–5187, Proceedings of the 6th International Conference on  Numerical Grid Generation in Computational Field Simulations, M. Cross (ed.), International Society of Grid Generation  (ISBN 0-9651627), pp. 5-598, May 1998.

3.  George, Denise, “[Unstructured Toolbox for Modeling and Simulation”](../nasa.pdf” download> </a>, LA-UR–3052, presented at the 19 Workshop on Computational Electronics and Nanoelectronics, Urbana, Illinois, October 20-22, 19.

4.  Kuprat, Andrew; Cartwright David; Gammel J. Tinka; George Denise; Kendrick Brian; Kilcrease David; Trease Harold;  and Walker, Robert,[“X3D, Moving Grid Methods for Semiconductor Applications”](../nasa.pdf” download> </a> ,LA-UR–21.

5.  Kuprat, Andrew, “Adaptive Smoothing Techniques for 3-D Unstructured Meshes”, LA-UR-96-1 (1996).

6.   Kuprat, Andrew, Denise George, Eldon Linnebur, Harold Trease , R. Kent Smith, “Moving Adaptive Unstructured 3-D  Meshes in Semiconductor Process Modeling Applications”, LA-UR-95-4128, VLSI Design, Vol. 6(1-4), (1998),  pp373-378.

7.  Khamayseh, Ahmed; Ortega,Frank; Trease, Harold, “Ray Tracing for Point Distribution in Unstructured Grid Generation”,  LA-UR-95-4470 (1995).

8.  Kuprat, Andrew and Khamayseh, Ahmed, “[Non-Parametric Volume Conserving Smoothin](../volsmooth.pdf” download> </a>g, LA-UR-98-3381 (1998).

9.  Khamayseh, Ahmed and Kuprat, A, “[Anisotropic Smoothing and Solution Adaption for Unstructured Grids,](../ahmandrew1.pdf” download> </a>“   LA-UR-95-2205, International Journal for Numerical Methods in Engineering, Vol. 39, pp. 3163-3174 (1996).

10.  Khamayseh, Ahmed; Ortega,Frank; Kuprat, Andrew, “A Robust Point Location Algorithm for General Polyhedra”,   LA-UR-95-4465 (1995).

11.  Khamayseh, A., and Kuprat, A., “Surface Grid Generation Systems,” LA-UR–87, CRC Handbook ofGrid Generation,  ed. Joe Thompson , CRC Press, (ISBN 0849326877), (1998).

12.  Khamayseh, A., Kuprat, A., and W. Mastin, “Boundary Orthogonality in Elliptic Grid Generation”, LA-UR–3827, CRC Handbook of Grid Generation, ed.

13.  Gammel, J. Tinka and Kuprat, Andrew, “Modeling Metallic Microstructure Using Moving Finite Elements”, presented at the Computational and Theory Symposium Pacific Coast Meeting of the American Ceramic Society, IRvine, CA, Oct.  21-24, 1998.

14.  Gammel, J. Tinka; Kuprat, A; Carlson, N.N.; George D.C, “Modeling Metallic Microstructure: OrientationDependence”,to be presented at the APS meeting, March 1999.

15.  Denise C. George, Andrew P. Kuprat, “[Optimizing 3D Tetrahedral Grids](../2pager-massage-20000.pdf” download> </a>“  Theoretical Division - Self Assessment, April 2000. LA-UR-00-1.