Presentations:

A New Basis for the Solution of the OneDimensional Transport Equation
by Stephen H. Brill
The XVI International Conference on
Computational Methods in Water Resources.
Copenhagen, Denmark.
1822 June 2006.

Analytical Solution of the Hermite Collocation Discretization
of a Differential Equation
by Stephen H. Brill
University of Massachusetts Boston, Mathematics Department Seminar.
Boston, Massachusetts.
17 October 2005.

Optimal Collocation Solution of the OneDimensional SteadyState
ConvectionDiffusion Equation with Variable Coefficients
by Stephen H. Brill
Hawaii International Conference on
Statistics, Mathematics and Related Fields.
Honolulu, Hawaii.
911 January 2005.

Optimal Collocation Solution of the OneDimensional SteadyState
ConvectionDiffusion Equation with Variable Coefficients
by Stephen H. Brill
INRA (Inland Northwest Research Alliance)
Environmental & Subsurface Science Symposium.
Spokane, Washington.
2022 September 2004.

Optimal Collocation Solution of the OneDimensional SteadyState
ConvectionDiffusion Equation with Variable Coefficients
by Stephen H. Brill
The XV International Conference on
Computational Methods in Water Resources.
Chapel Hill, North Carolina.
1317 June 2004.

Accurate Upstream Collocation Solution of
the OneDimensional
SteadyState
ConvectionDiffusion Equation
with Variable Coefficients
by Stephen H. Brill
INRA (Inland Northwest Research Alliance)
Subsurface Science Symposium.
Salt Lake City, Utah.
68 October 2003.

Accurate Upstream Collocation Solution of
the OneDimensional
SteadyState
ConvectionDiffusion Equation
with Variable Coefficients
by Stephen H. Brill
Seventh U.S. National Congress on Computational Mechanics.
Albuquerque, New Mexico.
2830 July 2003.

Accurate Upstream Collocation Solution of
the OneDimensional
SteadyState
ConvectionDiffusion Equation
with Variable Coefficients
by Stephen H. Brill
Conference on the Mathematics of
Finite Elements and Applications.
Uxbridge, United Kingdom.
2124 June 2003.

Optimal Collocation Solution of SteadyState
ConvectionDiffusion Equations
by Stephen H. Brill
INRA (Inland Northwest Research Alliance)
Subsurface Science Symposium.
Boise, Idaho.
1316 October 2002.

Analytical
Upstream Collocation Solution of SteadyState
ConvectionDiffusion Equations
by Stephen H. Brill
The XIV International Conference on
Computational Methods in Water Resources.
Delft, The Netherlands.
2328 June 2002.

Optimal Upstream Collocation Solution of a
ConvectionDiffusion Equation
by Stephen H. Brill
INRA (Inland Northwest Research Alliance)
Subsurface Science Symposium.
Idaho Falls, Idaho.
67 September 2001.

Optimal Upstream Collocation Solution of the
OneDimensional SteadyState
ConvectionDiffusion Equation
by Stephen H. Brill
Third International ISAAC (The International Society for
Analysis, its Applications and Computation) Congress.
Berlin, Germany.
2025 August 2001.

Solving Multiphase Equations from a Dynamical Systems
Point of View
by Stephen H. Brill
Eighth Biannnual Unsaturated Zone Interest Group Meeting.
Idaho Falls, Idaho.
30 July  2 August 2001.

Analytical Solution of Hermite Collocation Discretization
of Differential Equations
by Stephen H. Brill
University of Montana,
Department of Mathematical Sciences Colloquium.
Missoula, Montana.
16 March 2001.

The Solution of TwoDimensional Partial Differential Equations via
Hermite Collocation with Preconditioned Krylov Methods
by Stephen H. Brill
Boise State University,
Department of Mathematics and Computer Science Colloquium.
Boise, Idaho.
28 September 2000.

The Solution of TwoDimensional Partial Differential Equations via
Hermite Collocation with Block RedBlack GaussSeidel Preconditioner
by Stephen H. Brill
Invited lecture at the Ninth International Colloquium on
Numerical Analysis and Computer Science with Applications.
Plovdiv, Bulgaria.
1217 August 2000.

Solving Multiphase Equations from a Dynamical Systems
Point of View
by Stephen H. Brill
The
XIII International Conference on
Computational Methods in Water Resources.
Calgary, Alberta, Canada.
2529 June 2000.

Solving Multiphase Equations from a Dynamical Systems
Perspective
by Stephen H. Brill
American Geophysical Union, 1999 Fall Meeting.
San Francisco, California.
1317 December 1999.

The BiCGTAB Method with RedBlack
GaussSeidel Preconditioner
Applied to the Hermite Collocation
Discretization
of Subsurface Multiphase Flow and
Transport Problems
by Stephen H. Brill, Joseph F. Guarnaccia,
and George F. Pinder
The
XII International Conference on
Computational Methods in Water Resources.
Crete, Greece.
1519 June 1998.

Parallel Implementation of the BiCGSTAB Method for
the Hermite Collocation Discretization for Partial
Differential Equations
by Stephen H. Brill
Boise State University,
Department of Mathematics and Computer Science Colloquium.
Boise, Idaho.
27 February 1998.

Parallel Implementation of the BiCGSTAB Method for
the Hermite Collocation Discretization for Partial
Differential Equations
by Stephen H. Brill
Middlebury College, Department of Mathematics and Computer Science Seminar.
Middlebury, Vermont.
11 November 1997.

Parallel Implementation of the Preconditioned BiConjugate
Gradient Method Applied to the Hermite Collocation
Discretization of Partial Differential Equations
by Stephen H. Brill
Fourth Annual Meeting,
Research Center for Groundwater Remediation Design.
Burlington, Vermont.
2526 July 1997.

Parallel Implementation of the Preconditioned
BiConjugate Gradient Method Applied to
the Hermite Collocation Discretization of Partial
Differential Equations
by Stephen H. Brill
Mathematical Association of America, Northeastern Section, Spring Meeting.
North Andover, Massachusetts.
67 June 1997.

A Parallel Preconditioned
BiConjugate Gradient Algorithm
for TwoDimensional Elliptic and Parabolic
Equations Using Hermite Collocation
by Stephen H. Brill and George F. Pinder
The Eighth SIAM Conference
on Parallel Processing for Scientific Computing.
Minneapolis, Minnesota.
1417 March 1997.

A Block RedBlack SOR Method
for a TwoDimensional Parabolic
Equation Using Hermite Collocation
by Stephen H. Brill and George F. Pinder
Third Annual Meeting,
Research Center for Groundwater Remediation Design.
Burlington, Vermont.
2122 August 1996.
This page was most recently updated on 9 January 2007.