Graduate students:
C. Adlam (Ph.D., current), Invariant characterization of the separable webs for the Hamilton-Jacobi equation on spaces of constant curvature, Department of Mathematics & Statistics, Dalhousie University (co-supervised with R.G. Smirnov).
M. Chanachowicz (Ph.D., 2008), On the classification of the R-separable webs for the Laplace equation in E^3, Department of Physics, University of Waterloo (co-supervised with R.B. Mann).
C. Adlam (M.Sc., 2005), A Lie group theory approach to the problem of classification of superintegrable potentials in the Euclidean plane, Department of Mathematics & Statistics, Dalhousie University (co-supervised with R.G. Smirnov).
S.N. Smith (Ph.D., 2002), Symmetry operators and separation of variables for the Dirac equation on curved space-times.
A.T. Bruce (M.Math., 2000), On the solution of the Hamilton-Jacobi equation by the method of separation of variables.
C.-K.K.
Chu
(M.Math.,
2000),
Contributions
to
the
study
of
the
validity
of
Huygens'
principle
for
the
non-self-adjoint
scalar
wave
equation
on
Petrov
type
D
space-times
(co-supervised
with
S.R.
Czapor).
Undergraduate research assistants:
R. Deeley (May-August 2003), Characterization of the separable webs on the sphere.
J.T. Horwood (May-August 2003), Characterization of the separable webs in Euclidean space.
D.
The
(May-August
2001),
Characterization
of
the
separable
webs
in
the
Euclidean
plane.
Postdoctoral researchers:
C.M. Chanu (July-August 2003, March 2007), R-separability of the conformally invariant Laplace-Beltrami equation.
L. Fatibene (March-June 2002, September-December 2005), Separability of the Dirac equation.
R.G. Smirnov (NSERC Postdoctoral Fellow, 1998-2000), Hamilton-Jacobi completely integrable systems.