Table 1 Summary of parameters used for different solutions.

From: Bifurcation, chaotic behavior, sensitivity analysis, and dynamical investigations of third-order Schrödinger equation using new auxiliary equation method

Figures

Parameter values

Figure 2

\(\delta =1,\; \eta =0.21,\; c_0=-1.1,\; \theta =0.5,\; \zeta =-0.9,\; \chi =0.1\)

Figure 3

\(\delta =2,\; \eta =0.5,\; c_0=0.1,\; \theta =\zeta =-0.7,\; \chi =0.8\)

Figure 4

\(\delta =1,\; \eta =-0.71,\; c_0=0.8,\; \theta =\zeta =-0.9,\; \chi =-0.5\)

Figure 5

\(\delta =-0.7,\; \eta =-0.2,\; c_0=7,\; \theta =\zeta =0.1,\; \chi =-0.1\)

Figure 6

\(\delta =1.2,\; \eta =0.1,\; c_0=-0.8,\; \theta =\zeta =0.1,\; \chi =-1\)

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