F. T. Korsmeyer

Preconditioned, Adaptive, Multipole-Accelerated Iterative Methods for Three-Dimensional First-Kind Integral Equations of Potential Theory

Frank Thomson Leighton, Jacob K. White, Keith Nabors, 1994, SIAM J. Sci. Comput..

12. Multipole and Precorrected-FFT Accelerated Iterative Methods for Solving Surface Integral Formulations of Three-dimensional Laplace Problems

J. Phillips, Jacob K. White, F. T. Korsmeyer, 1995, Domain-Based Parallelism and Problem Decomposition Methods in Computational Science and Engineering.

Computation of Ship Interaction Forces in Restricted Waters

F. T. Korsmeyer, C.-H. Lee, J. N. Newman, 1993 .

Prediction of the seakeeping characteristics of ships

F. T. Korsmeyer, J. N. Newman, Harry Bingham, 1994 .

THE SIMULATION OF SHIP MOTIONS

Harry B. Bingham, F. T. Korsmeyer, J. N. Newman, 1993 .

Multipole-accelerated PreconditionedIterative Methods For Three-dimensionalPotential Problems

Jacob K. White, F. T. Korsmeyer, K. Nabors, 1970 .

Some Empirical Results on Using Multipole-Accelerated Iterative Methods to Solve 3-D Potential Integral Equations

J. Phillips, Jacob K. White, F. T. Korsmeyer, 1997 .

Chapter 2 . Computational Prototyping Tools and Techniques

F. T. Korsmeyer, J. N. Newman, N. Aluru, 2009 .

Multipole-accelerated preconditioned iterative methods for three-dimensional potential problems

F. T. Korsmeyer, D. Yue, K. N. J. White, 2004 .

The forward speed diffraction problem

F. T. Korsmeyer, H. Bingham, 1998 .

AN ORDER N ALGORITHM FOR THE SOLUTION OF THE BOUNDARY INTEGRAL EQUATIONS OF POTENTIAL FLOW

F. T. Korsmeyer, 1990 .