Department of Mathematics and Statistics at the Faculty of Science
University of Calgary
David L. Rod
- Professor Emeritus - Mathematics & Statistics
Publications
Book
- Churchill, Richard, Rod, David L. and Sleeman, B. D.. Linear differential equations with symmetries 370. Longman, 1997. 108-129.
- Churchill, Richard, Delgado, Joaquin and Rod, David L.. The spring-pendulum system and the {R}iemann equation 8. World Sci. Publishing, 1996. 97-103.
- Baider, A. , Churchill, Richard, Rod, David L. and Singer, M. F.. On the infinitesimal geometry of integrable systems 7. Amer. Math. Soc., 1996. 5-56.
- Rod, David L. and Churchill, Richard. Between integrability and chaos 332. Plenum, 1994. 103-105.
- Rod, David L.. On a theorem of {Z}iglin in {H}amiltonian dynamics 81. Amer. Math. Soc., 1988. 259-270.
- Rod, David L. and Churchill, Richard. On the applicability of {Z}iglin's nonintegrability theorem World Sci. Publishing, 1988. 94-109.
- Rod, David L.. On an example of {Z}iglin in {H}amiltonian dynamics 8. Amer. Math. Soc., 1987. 599-608.
- Rod, David L. and Churchill, Richard. A guide to the {H}\'enon-{H}eiles {H}amiltonian 103. North-Holland, 1985. 385-395.
- Churchill, Richard, Pecelli, G. and Rod, David L.. A survey of the {H}\'enon-{H}eiles {H}amiltonian with applications to related examples 93. Springer, 1979. 76-136.
Journal Paper
- Churchill, Richard, Rod, David L. and Singer, M. F.. Group-theoretic obstructions to integrability 15.1 1995. 15-48.
- Rod, David L. and Sleeman, B. D.. Complexity in spatio-temporal dynamics 125.5 1995. 959-974.
- Churchill, Richard and Rod, David L.. On the determination of {Z}iglin monodromy groups 22.6 1991. 1790-1802.
- Kummer, Martin , Churchill, Richard and Rod, David L.. On a result of {B}runs 33.2 1990. 175-180.
- Baider, Alberto , Churchill, Richard and Rod, David L.. Monodromy and nonintegrability in complex {H}amiltonian systems 2.4 1990. 451-481.
- Churchill, Richard and Rod, David L.. Geometrical aspects of {Z}iglin's nonintegrability theorem for complex {H}amiltonian systems 76.1 1988. 91-114.
- Churchill, Richard and Rod, David L.. Homoclinic and heteroclinic orbits of reversible vectorfields under perturbation 102.3-4 1986. 345-363.
- Churchill, Richard, Kummer, Martin and Rod, David L.. On averaging, reduction, and symmetry in {H}amiltonian systems 49.3 1983. 359-414.
- Cushman, Richard and Rod, David L.. Reduction of the semisimple {$1:1$} resonance 6.1 1982/83. 105-112.
- Churchill, Richard and Rod, David L.. Pathology in dynamical systems. {III}. {A}nalytic {H}amiltonians 37.1 1980. 23-38.
- Churchill, Richard, Pecelli, G. and Rod, David L.. Stability transitions for periodic orbits in {H}amiltonian systems 73.4 1980. 313-347.
- Rod, David L., Pecelli, G. and Churchill, Richard. Addendum to: ``{H}yperbolic periodic orbits'' ({J}. {D}ifferential {E}quations {\bf 24} (1977), no. 3, 329-348) 28.1 1978. 163-165.
- Churchill, Richard, Pecelli, G. , Sacolick, S. and Rod, David L.. Coexistence of stable and random motion 7.3 1977. 445-456.
- Churchill, Richard, Pecelli, G. and Rod, David L.. Hyperbolic structures in {H}amiltonian systems 7.3 1977. 439-444.
- Rod, David L., Pecelli, G. and Churchill, Richard. Hyperbolic periodic orbits 24.3 1977. 329-348.
- Churchill, Richard and Rod, David L.. Pathology in dynamical systems. {II}. {A}pplications 21.1 1976. 66-112.
- Churchill, Richard and Rod, David L.. Pathology in dynamical systems. {I}. {G}eneral theory 21.1 1976. 39-65.
- Churchill, Richard, Pecelli, G. and Rod, David L.. Isolated unstable periodic orbits 17. 1975. 329-348.
- Rod, David L.. Pathology of invariant sets in the monkey saddle 14. 1973. 129-170.
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