(a) 3d phase portrait with b = 0.14 and (b) bifurcation diagram with Bifurcation diagram along with b variation and partial phase portraits The bifurcation diagram and global phase portraits in the poincaré disc
Bifurcation diagram along with b variation and partial phase portraits
Feigenbaum bifurcation logistic chaos diagram theory map successive noticed 1975 quotient distances between
Phase-portrait and bifurcation diagram for fixed extraction rate. (a
Phase portraits and bifurcation diagram by varying the parameter a inBifurcation diagram and phase portraits for the system described by Phase portraits associated to the bifurcation diagram in figure 2 forA bifurcation set of the example system (23). sketches of....
Bifurcation set and phase portraits of (2.1) when a 1 ¼ c 2 ; a 3 > 0Phase diagrams corresponding to the bifurcation diagram in fig. 1(a The bifurcation diagram and global phase portraits in the poincaré discPhase portraits and a bifurcation diagram for ω = 1.0. (a) for a = 0.1.

Bifurcation diagram and revised global phase portraits of system (6.14
The bifurcation diagram and global phase portraits in the poincaré disc-bifurcation diagram and phase-plan representation (varying the input Phase portrait and bifurcation diagram by varying the parameter b inA bifurcation diagram b displacement phase diagram c poincaré cross.
The bifurcation phase portraits of system (2.5). (a) α>0, β>0, (b) αSchematic bifurcation diagram and selected phase portraits of the The bifurcation diagram and corresponding phase portraits of systemPhase-vs.-frequency bifurcation diagram for the model with both v0.

The bifurcation diagram (a) and phase portraits (b) of system (15) on
Bifurcation diagram vs parameter m. figure 3: 3d phase portrait of theLogistic map bifurcation diagram The bifurcation diagram of system(1.1) corresponding to the bifurcationThe bifurcation diagram and global phase portraits in the poincaré disc.
Phase and bifurcation diagrams for pattern formation. (a) phase diagramThe bifurcation phase portraits of system (6) with g ≠ 0 . Phase portrait and bifurcation diagram for case 2. panel (a): the stateBifurcation diagrams of ψ (phase difference) from phase equations (a.

The bifurcation diagram (a) and phase portraits (b) of system (15) on
3: a two parameter bifurcation diagram and typical phase portraits inBifurcation diagram and phase portraits of system (1.1). .
.








