Stephen H. Brill

• A New Basis for the Solution of the One-Dimensional Transport Equation
  by Stephen H. Brill
  The XVI International Conference on Computational Methods in Water Resources.
  Copenhagen, Denmark.
  18-22 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 One-Dimensional Steady-State Convection-Diffusion Equation with Variable Coefficients
  by Stephen H. Brill
  Hawaii International Conference on Statistics, Mathematics and Related Fields.
  Honolulu, Hawaii.
  9-11 January 2005.
  
  
• Optimal Collocation Solution of the One-Dimensional Steady-State Convection-Diffusion Equation with Variable Coefficients
  by Stephen H. Brill
  INRA (Inland Northwest Research Alliance) Environmental & Subsurface Science Symposium.
  Spokane, Washington.
  20-22 September 2004.
  
  
• Optimal Collocation Solution of the One-Dimensional Steady-State Convection-Diffusion Equation with Variable Coefficients
  by Stephen H. Brill
  The XV International Conference on Computational Methods in Water Resources.
  Chapel Hill, North Carolina.
  13-17 June 2004.
  
  
• Accurate Upstream Collocation Solution of the One-Dimensional Steady-State Convection-Diffusion Equation with Variable Coefficients
  by Stephen H. Brill
  INRA (Inland Northwest Research Alliance) Subsurface Science Symposium.
  Salt Lake City, Utah.
  6-8 October 2003.
  
  
• Accurate Upstream Collocation Solution of the One-Dimensional Steady-State Convection-Diffusion Equation with Variable Coefficients
  by Stephen H. Brill
  Seventh U.S. National Congress on Computational Mechanics.
  Albuquerque, New Mexico.
  28-30 July 2003.
  
  
• Accurate Upstream Collocation Solution of the One-Dimensional Steady-State Convection-Diffusion Equation with Variable Coefficients
  by Stephen H. Brill
  Conference on the Mathematics of Finite Elements and Applications.
  Uxbridge, United Kingdom.
  21-24 June 2003.
  
  
• Optimal Collocation Solution of Steady-State Convection-Diffusion Equations
  by Stephen H. Brill
  INRA (Inland Northwest Research Alliance) Subsurface Science Symposium.
  Boise, Idaho.
  13-16 October 2002.
  
  
• Analytical Upstream Collocation Solution of Steady-State Convection-Diffusion Equations
  by Stephen H. Brill
  The XIV International Conference on Computational Methods in Water Resources.
  Delft, The Netherlands.
  23-28 June 2002.
  
  
• Optimal Upstream Collocation Solution of a Convection-Diffusion Equation
  by Stephen H. Brill
  INRA (Inland Northwest Research Alliance) Subsurface Science Symposium.
  Idaho Falls, Idaho.
  6-7 September 2001.
  
  
• Optimal Upstream Collocation Solution of the One-Dimensional Steady-State Convection-Diffusion Equation
  by Stephen H. Brill
  Third International ISAAC (The International Society for Analysis, its Applications and Computation) Congress.
  Berlin, Germany.
  20-25 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 Two-Dimensional 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 Two-Dimensional Partial Differential Equations via Hermite Collocation with Block Red-Black Gauss-Seidel Preconditioner
  by Stephen H. Brill
  Invited lecture at the Ninth International Colloquium on Numerical Analysis and Computer Science with Applications.
  Plovdiv, Bulgaria.
  12-17 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.
  25-29 June 2000.
  
  
• Solving Multiphase Equations from a Dynamical Systems Perspective
  by Stephen H. Brill
  American Geophysical Union, 1999 Fall Meeting.
  San Francisco, California.
  13-17 December 1999.
  
  
• The Bi-CGTAB Method with Red-Black Gauss-Seidel 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.
  15-19 June 1998.
  
  
• Parallel Implementation of the Bi-CGSTAB 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 Bi-CGSTAB 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 Bi-Conjugate 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.
  25-26 July 1997.
  
  
• Parallel Implementation of the Preconditioned Bi-Conjugate 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.
  6-7 June 1997.
  
  
• A Parallel Preconditioned Bi-Conjugate Gradient Algorithm for Two-Dimensional 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.
  14-17 March 1997.
  
  
• A Block Red-Black SOR Method for a Two-Dimensional Parabolic Equation Using Hermite Collocation
  by Stephen H. Brill and George F. Pinder
  Third Annual Meeting, Research Center for Groundwater Remediation Design.
  Burlington, Vermont.
  21-22 August 1996.