参考文献/References:
[ 1] Doe ring C, G ibbon J D, H o lm D, et a.l Low-d im ensiona l behav ior in the com plexG inzburg-Landau equa tion[ J] . Non linearity,1988, 1( 2): 279-309.
[ 2] Gh idag lia JM, H eron B. D im ension of the attracto r assoc iated to the G inzburg-Landau equation[ J] . Physics D, 1987, 28( 3) : 282-304.
[ 3] Jimbo S C, M or ita Y. Theo ry and applications o f pa rtia l functiona l differential equations to a G inzburg-Landau equa tion in higher space d imensions[ J]. Non linear Ana lysis, Theo ry, M ethods and App lica tion, 1994, 22( 6) : 753-770.
[ 4] Casten R G, H olland C J. Instab ility results for reac tion diffusion equa tion w ith Neum ann bounda ry conditions[ J]. Journal o f Differential Equa tions, 1978, 27( 2): 266-273.
[ 5] W u J H. Theory and app lications of partia l functiona l d ifferential equations[M ] / / AppliedM a them a tica l Sciences. New Yo rk: Spr ing er-Ve rlag, 1996.
[ 6] Casa lA C, D iaz J I. On the com plex G inzbu rg-Landau equation w ith a de layed feedback[ J]. M athem atica lM odels and Methods in Applied Sc iences, 2006, 16( 1): 1-17.
[ 7] StraussW, W ang G. Instab ility o f trave ling w aves of the Kuram oto-Sivashinsky equation[ J]. China Annua lM ath B, 2002,23( 2): 267-276.
[ 8] GaoH J, L iu C C. Instability of trave lingw aves of the Convectiv e-Diffusive Cahn-H illiard equa tion[ J]. Chaos, So litions and Frac tals, 2004, 20( 2): 253-258.