Global Utilities

La Trobe University
Department of Mathematics and Statistics

Publications by Dr Will Wright

Preprints

  1. J. C. Butcher, Z. Jackiewicz and W. M. Wright: Error propagation of general linear methods for ordinary differential equations (PDF 330KB), Submitted to J. Complexity.

  2. H. Z. Munthe-Kaas and W. M. Wright: On the Hopf algebraic structure of Lie group integrators (PDF 572KB), Accepted in Found. Comput. Math..

  3. H. Berland, B. Skaflestad and W. M. Wright: Expint — A Matlab package for exponential integrators (PDF 531KB), Accepted in ACM Trans. Math. Software.

Published

  1. A. Ostermann, M. Thalhammer and W. M. Wright: A class of explicit exponential general linear methods (PDF 286KB), BIT, 46 (2006), 409-431.

  2. J. C. Butcher and W. M. Wright: Applications of doubly companion matrices (PDF 147KB), Appl. Numer. Math., 56 (2006), 358-373.

  3. B. V. Minchev and W. M. Wright: A review of exponential integrators for first order semi-linear problems (PDF 322KB), Tech. Rep. NTNU, (2005), 1-44.

  4. J. C. Butcher and W. M. Wright: The construction of practical general linear methods (PDF 235KB), BIT, 43 (2003), 695-721.

  5. J. C. Butcher and W. M. Wright: A transformation relating explicit and diagonally implicit general linear methods (PDF 129KB), Appl. Numer. Math., 44 (2003), 313-327.

  6. W. M. Wright: Explicit general linear methods with inherent Runge-Kutta stability (PDF 166KB), Numer. Algorithms, 31 (2002), 381-399.

  7. W. M. Wright: The construction of order 4 DIMSIMs for ordinary differential equations (PDF 102KB), Numer. Algorithms, 26 (2001), 123-130.

Theses

  1. General linear methods with inherent Runge-Kutta stability (PDF 2200KB), Ph.D. thesis, The University of Auckland, 2003.

  2. General linear methods for ordinary differential equations (PDF 6510KB), M.Sc. thesis, The University of Auckland, 1999.

Talks

  1. The scaling and squaring technique for matrices related to the exponential (PDF 210KB), Conference on Geometric Integration, 18-22 September 2006, Castellon Spain.

  2. Towards practical general linear methods (PDF 1900KB), Innovative Integrators, 10-15 September 2006, Innsbruck Austria.

  3. More on generalised Lawson methods (PDF 1830KB), SciCADE, 10-15 May 2005, Nagoya Japan.

  4. Exponential integrators: A review (PDF 575KB), ANZIAM, 30 January - 4 February 2005, Napier New Zealand.

Conferences

  1. Conference on Geometric Integration 18-22 September, 2006, Castellon, Spain.

  2. Innovative Integrators for Differential and Delay Equations 10-15 September, 2006, Innsbruck, Austria.

  3. 11th Seminar NUMDIFF, 4-8 September 2006, Halle, Germany.

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