Other Reports and Conference Proceedings

1. Y. Lin and R. A. Renaut (2010), The Application of Projected Conjugate Gradient Solvers on Graphical Processing Units.
   
2. A. F. Said, L. J. Karam, Z. Lacroix, M. E. Berens, R. A. Renaut, Migration and proliferation analysis for bladder cancer cells , Biomedical Imaging: From Nano to Macro, 2007. ISBI 2007. 4th IEEE International Symposium on, pp 320-323 (ISBN: 1-4244-0672-2), doi: 10.1109/ISBI.2007.356853.
   
3. L Goldberg and R Renaut, (2006), Integrating Quantitative Reasoning Skills into Undergraduate Degree Programs in the Behavioral and Life Sciences: Understanding How Students are Achieving this Goal, 2006, for the MARC program at ASU.
4. P. K. Velamuru, R. A. Renaut, H. Guo and K. Chen, Robust Clustering of Positron Emission Tomography Data, Interface CSNA,  2005.
5. C. Beaudry, M. E. Berens, T. El Doker, A. M. Joy, L. J. Karam, Z. Lacroix, J. A. Lutfi, S. Moturu, R. A. Renaut, and I. J. Rich, Automated Characterization of cellular migration phenomena, 4th IEEE International Computer Society Computational Systems Bioinformatics Conference (CSB), Palo Alto, CA, August 2005, IEEE Computer Society (ISBN 0-7695-2442-7), pp 185-186.
   
6. R.A. Renaut(1994), Runge-Kutta Methods For The Method of Lines Solutions of Partial Differential Equations, Departmental Report.
   
7. J. Petersen and R.A. Renaut (1987), Seismic wave propagation using a hypercube multiprocessor, open file report Chr. Michelsen Inst., Norway.
   
8. C.A. Addison, J.M. Cook, L. de Pillis, J. Lindheim, J. Peterson and R.A. Renaut (1987), Solving the Forward Wave Equation on the Intel Hypercube, open file report Chr. Michelsen Inst., Norway.
   
9. R.A. Renaut and M.L. Woo (1991), Parallel FFT Pairs on a Hypercube, Technical Report # 130, Department of Mathematics, Arizona State University.
   
10. M.L. Woo, R.A. Renaut and R.N. Casey(1991), A Note on Programming the Intel iPSC/860, Technical Report # 131, Arizona State University, Department of Mathematics.
    
11. M.L. Woo and R.A. Renaut (1992), Parallel Radix-2 and Mixed Radix (4.2) FFTs of Distance 1 and 2: Ordered Transforms. (December 1992).