• I. Melbourne, P. Chossat and M. Golubitsky. Heteroclinic cycles involving periodic solutions in mode interactions with O(2) symmetry. Proc. Roy. Soc. Edinburgh. 113A (1989) 315-345. [Abstract] [PDF 1.4M]
• P. Chossat and M. Golubitsky. Symmetry increasing bifurcation of chaotic attractors. Physica D. 32 (1988) 423-436. [PDF 4.1M]
• P. Chossat and M. Golubitsky. Iterates of maps with symmetry. SIAM J. Math. Anal. 19 (6) (1988) 1259-1270. [Abstract] [PDF 1.5M]
• P. Chossat and M. Golubitsky. Hopf bifurcation in the presence of symmetry, center manifold and Liapunov-Schmidt reduction. In: Oscillation, Bifurcation and Chaos. (F.V. Atkinson, W.F. Langford and A.B. Mingarelli, eds.) CMS-AMS Conf. Proc. Ser. 8 AMS, Providence, 1987, 343-352. [Abstract] [PDF 506K]
• P. Chossat, M. Golubitsky and B.L. Keyfitz. Hopf-Hopf mode interactions with O(2) symmetry. Dyn. Stab. Sys. 1 (4) (1986) 255-292. [Abstract] [PDF 4.4M]
• B.L. Keyfitz, M. Golubitsky, M. Gorman and P. Chossat. The use of symmetry and bifurcation techniques in studying flame stability. In: Reacting Flows: Combustion and Chemical Reactors. (G.S.S. Ludford, ed.) Lectures in Appl. Math. 24, Part 2 AMS, Providence, 1986, 293-315. [Abstract] [PDF 1.0M]