- A. D. Wittkopf and G. J. Reid,
*Fast Differential Elimination Algorithms*. Technical Report TR-00-06 at [Retrieve PostScript] The Ontario Research Centre for Computer Algebra, 2000. - Co-organiser with (M. Monagan)
of the West Coast Meeting on Computer Algebra, November 1997,
Okanagan University College, Kelowna, B. C., Canada.
- G. J. Reid and I. G. Lisle (1997).
*Geometric and algebraic algorithms for nonlinear differential equations*. Tutorial notes, 91 pages (acm press, New York). One of three invited full day tutorials presented at the International Symposium on Symbolic and Algebraic Computation, Maui (Tutorial Proposals were refereed). - G. J. Reid, A. Bocharov and T. W. Wolf (1997). Co-organiser of
the special sessions
*Differential-Elimination Algorithms for for Partial Differential Equations*and*Algorithmic Determination of Conservation Laws*at the IMACS Meeting on Computer Algebra, Maui, July 1997. - W. M. Seiler and G. J. Reid (1994),
*On formally well-posed initial value problems*. Unpublished Manuscript. [Retrieve PostScript] . - G. J. Reid and D. K. McKinnon,
*Solving systems of linear PDEs in their coefficient field by recursively decoupling and solving ODEs*. Unpublished Manuscript. [Retrieve PostScript] . 27 single-spaced pages in L^{A}TEX. - G. J. Reid and A. D. Wittkopf (1993),
*Long Guide to the Standard Form Package*. This 90 page manual gives a detailed guide to the use of our programs. Programs and manual are available by anonymous ftp. [Anonymous ftp-address] . - Organizer of the
*West Coast Workshop on Symmetries and Differential equations*(University of British Columbia, 1992). - G. J. Reid (1989),
*Algorithmic Determination of Lie symmetry algebras of Differential Equations*, in Proceedings of the annual seminar of the Canadian Math. Soc. of Lie Theory, Differential equations and Representation Theory, edited by V. Hussin (Montréal, Université de Montréal) 363-372. - G. J. Reid (1984), Ph.D. Thesis, University of Waikato,
Hamilton, New Zealand. Chapter 7 of the book
*Separation of Variables for Riemannian Spaces of Constant Curvature*(Pitman, 1986) by E. G. Kalnins is a synopsis of some of the results of my thesis.